- Distribuidora CadFix

Notice (8): Undefined index: possui_variacao [APP/View/Produtos/visualizar.ctp, line 22]Code Context    $quantidadeEstoque = 0;

    $compraLiberada = false;

    if($produto['possui_variacao'] == 0 ) {
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Whatsapp: (11) 94745-2791

Horário de atendimento 
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Sábado: 08:00h às 12:00h',
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$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
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			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
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			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
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			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = false
include - APP/View/Produtos/visualizar.ctp, line 22
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Cartão de crédito

Boleto bancário

Finalizar Pedido

Parcelas Valor Juros Valor total

Parcelas	Valor	Juros	Valor total
1x	R$ Notice (8): Undefined index: valor_venda [APP/View/Produtos/visualizar.ctp, line 238] Code Context `<tr class="total-row">` `<td class="text-center">1x</td>` `<td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>` $viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp' $dataForView = array( 'produto' => array( 'variacoes_quantidade_total' => (int) 0, 'variacoes_quantidade' => array(), 'variacoes_indice' => array() ), 'metaTitulo' => ' - Distribuidora CadFix', 'configuracao' => array( 'permitir_venda_estoque_insuficiente' => '1' ), 'enderecos' => array(), 'exibirBtnFavoritos' => false, 'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall', 'metaDescricao' => 'Telefone: (11) 2285-1118 Whatsapp: (11) 94745-2791 Horário de atendimento Segunda a Quinta: 07:00h às 17:00h Sexta: 07:00h às 16:00h Sábado: 08:00h às 12:00h', 'formasPagamentosAtivas' => array( (int) 0 => array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( [maximum depth reached] ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) ), 'codigosHTML' => array(), 'categorias' => array( 'code' => (int) 200, 'status' => 'success', 'data' => array( (int) 0 => array( [maximum depth reached] ), (int) 1 => array( [maximum depth reached] ), (int) 2 => array( [maximum depth reached] ), (int) 3 => array( [maximum depth reached] ), (int) 4 => array( [maximum depth reached] ), (int) 5 => array( [maximum depth reached] ), (int) 6 => array( [maximum depth reached] ), (int) 7 => array( [maximum depth reached] ), (int) 8 => array( [maximum depth reached] ), (int) 9 => array( [maximum depth reached] ), (int) 10 => array( [maximum depth reached] ), (int) 11 => array( [maximum depth reached] ), (int) 12 => array( [maximum depth reached] ), (int) 13 => array( [maximum depth reached] ), (int) 14 => array( [maximum depth reached] ), (int) 15 => array( [maximum depth reached] ), (int) 16 => array( [maximum depth reached] ), (int) 17 => array( [maximum depth reached] ), (int) 18 => array( [maximum depth reached] ), (int) 19 => array( [maximum depth reached] ), (int) 20 => array( [maximum depth reached] ), (int) 21 => array( [maximum depth reached] ), (int) 22 => array( [maximum depth reached] ), (int) 23 => array( [maximum depth reached] ), (int) 24 => array( [maximum depth reached] ), (int) 25 => array( [maximum depth reached] ), (int) 26 => array( [maximum depth reached] ), (int) 27 => array( [maximum depth reached] ), (int) 28 => array( [maximum depth reached] ), (int) 29 => array( [maximum depth reached] ), (int) 30 => array( [maximum depth reached] ), (int) 31 => array( [maximum depth reached] ), (int) 32 => array( [maximum depth reached] ), (int) 33 => array( [maximum depth reached] ), (int) 34 => array( [maximum depth reached] ), (int) 35 => array( [maximum depth reached] ), (int) 36 => array( [maximum depth reached] ), (int) 37 => array( [maximum depth reached] ), (int) 38 => array( [maximum depth reached] ) ) ), 'categoriasDestaque' => array(), 'paginas' => array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => (int) 9, 'total_paginas' => (int) 1, 'total_registros_pagina' => (int) 9, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array( (int) 0 => array( [maximum depth reached] ), (int) 1 => array( [maximum depth reached] ), (int) 2 => array( [maximum depth reached] ), (int) 3 => array( [maximum depth reached] ), (int) 4 => array( [maximum depth reached] ), (int) 5 => array( [maximum depth reached] ), (int) 6 => array( [maximum depth reached] ), (int) 7 => array( [maximum depth reached] ), (int) 8 => array( [maximum depth reached] ) ) ), 'marcas' => array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => null, 'total_paginas' => null, 'total_registros_pagina' => null, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array(), 'error' => 'OK', 'message' => 'Não há dados!' ), 'marcasDestaque' => array() ) $produto = array( 'variacoes_quantidade_total' => (int) 0, 'variacoes_quantidade' => array(), 'variacoes_indice' => array() ) $metaTitulo = ' - Distribuidora CadFix' $configuracao = array( 'permitir_venda_estoque_insuficiente' => '1' ) $enderecos = array() $exibirBtnFavoritos = false $metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall' $metaDescricao = 'Telefone: (11) 2285-1118 Whatsapp: (11) 94745-2791 Horário de atendimento Segunda a Quinta: 07:00h às 17:00h Sexta: 07:00h às 16:00h Sábado: 08:00h às 12:00h' $formasPagamentosAtivas = array( (int) 0 => array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( 'id' => '1027', 'empresa_id' => '202912', 'loja_id' => '215928', 'nome' => 'Finalizar Pedido', 'loja_virtual_forma_pagamento_id' => '5697', 'forma_pagamento_id' => '2372481', 'nome_forma_pagamento' => 'À Combinar com o Vendedor', 'desconto_a_vista' => '', 'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.', 'ativo' => '1', 'usuario_id' => '430319', 'nome_usuario' => 'ANDREA BRITEZ', 'cadastrado_em' => '2021-10-28 16:45:56', 'modificado_em' => '2022-09-20 09:38:39' ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) ) $codigosHTML = array() $categorias = array( 'code' => (int) 200, 'status' => 'success', 'data' => array( (int) 0 => array( 'id' => '2138639', 'grupo_pai_id' => '', 'nome' => 'ALÇAPÕES', 'url' => 'alcapoes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 1 => array( 'id' => '2138640', 'grupo_pai_id' => '', 'nome' => 'ALICATES', 'url' => 'alicates', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 2 => array( 'id' => '2138641', 'grupo_pai_id' => '', 'nome' => 'ARAMES', 'url' => 'arames', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 3 => array( 'id' => '2138644', 'grupo_pai_id' => '', 'nome' => 'BANDEJAS', 'url' => 'bandejas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 4 => array( 'id' => '2138646', 'grupo_pai_id' => '', 'nome' => 'BROCAS', 'url' => 'brocas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 5 => array( 'id' => '2138647', 'grupo_pai_id' => '', 'nome' => 'BUCHAS', 'url' => 'buchas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 6 => array( 'id' => '2138649', 'grupo_pai_id' => '', 'nome' => 'CARRILHOS', 'url' => 'carrilhos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 7 => array( 'id' => '2138650', 'grupo_pai_id' => '', 'nome' => 'CHAPAS DRYWALL', 'url' => 'chapas-drywall', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 8 => array( 'id' => '2138651', 'grupo_pai_id' => '', 'nome' => 'CHAVES', 'url' => 'chaves', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 9 => array( 'id' => '2138657', 'grupo_pai_id' => '', 'nome' => 'DESEMPENADEIRAS', 'url' => 'desempenadeiras', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 10 => array( 'id' => '2138634', 'grupo_pai_id' => '', 'nome' => 'DIVERSOS', 'url' => 'diversos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 11 => array( 'id' => '2138636', 'grupo_pai_id' => '', 'nome' => 'ELÉTRICA', 'url' => 'eletrica', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 12 => array( 'id' => '2138633', 'grupo_pai_id' => '', 'nome' => 'EPI', 'url' => 'epi', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 13 => array( 'id' => '2138659', 'grupo_pai_id' => '', 'nome' => 'ESPÁTULAS', 'url' => 'espatulas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 14 => array( 'id' => '2138661', 'grupo_pai_id' => '', 'nome' => 'ESTOPAS E LÃS', 'url' => 'estopas-e-las', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 15 => array( 'id' => '2138643', 'grupo_pai_id' => '', 'nome' => 'FERRAGENS', 'url' => 'ferragens', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 16 => array( 'id' => '2138654', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS ELÉTRICAS', 'url' => 'ferramentas-eletricas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 17 => array( 'id' => '2138662', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS À PÓLVORA', 'url' => 'ferramentas-a-polvora', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 18 => array( 'id' => '2138653', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS MANUAIS', 'url' => 'ferramentas-manuais', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 19 => array( 'id' => '2138660', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS MEDIÇÃO', 'url' => 'ferramentas-medicao', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 20 => array( 'id' => '2138664', 'grupo_pai_id' => '', 'nome' => 'FITAS', 'url' => 'fitas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 21 => array( 'id' => '2138645', 'grupo_pai_id' => '', 'nome' => 'FORMAS 3D', 'url' => 'formas-3d', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 22 => array( 'id' => '2138635', 'grupo_pai_id' => '', 'nome' => 'HIDRÁULICA', 'url' => 'hidraulica', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 23 => array( 'id' => '2138637', 'grupo_pai_id' => '', 'nome' => 'IMPERMEABILIZANTES', 'url' => 'impermeabilizantes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 24 => array( 'id' => '2138638', 'grupo_pai_id' => '', 'nome' => 'LIMPEZA', 'url' => 'limpeza', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 25 => array( 'id' => '2138652', 'grupo_pai_id' => '', 'nome' => 'LIXAS', 'url' => 'lixas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 26 => array( 'id' => '2138666', 'grupo_pai_id' => '', 'nome' => 'LUMINÁRIAS', 'url' => 'luminarias', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 27 => array( 'id' => '2138655', 'grupo_pai_id' => '', 'nome' => 'MASSAS', 'url' => 'massas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 28 => array( 'id' => '2138668', 'grupo_pai_id' => '', 'nome' => 'PARAFUSOS', 'url' => 'parafusos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 29 => array( 'id' => '2138648', 'grupo_pai_id' => '', 'nome' => 'PERFIS METÁLICOS', 'url' => 'perfis-metalicos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 30 => array( 'id' => '2138656', 'grupo_pai_id' => '', 'nome' => 'PIGMENTOS', 'url' => 'pigmentos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 31 => array( 'id' => '2138663', 'grupo_pai_id' => '', 'nome' => 'PINOS', 'url' => 'pinos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 32 => array( 'id' => '2138669', 'grupo_pai_id' => '', 'nome' => 'PORTAS', 'url' => 'portas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 33 => array( 'id' => '2138670', 'grupo_pai_id' => '', 'nome' => 'PREGOS', 'url' => 'pregos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 34 => array( 'id' => '2138671', 'grupo_pai_id' => '', 'nome' => 'REBITES', 'url' => 'rebites', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 35 => array( 'id' => '2138642', 'grupo_pai_id' => '', 'nome' => 'SERRAS E SERROTES', 'url' => 'serras-e-serrotes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 36 => array( 'id' => '2138682', 'grupo_pai_id' => '', 'nome' => 'TELAS', 'url' => 'telas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 37 => array( 'id' => '2138683', 'grupo_pai_id' => '', 'nome' => 'TESOURAS', 'url' => 'tesouras', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 38 => array( 'id' => '4652594', 'grupo_pai_id' => '', 'nome' => 'TINTAS E VERNIZES', 'url' => 'tintas-e-vernizes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ) ) ) $categoriasDestaque = array() $paginas = array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => (int) 9, 'total_paginas' => (int) 1, 'total_registros_pagina' => (int) 9, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array( (int) 0 => array( 'id' => '11114', 'tipo' => '', 'nome' => 'Formas de Pagamento', 'url' => 'formas-de-pagamento', 'url_customizada' => '', 'descricao' => '<p><img 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'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '1', 'cadastrado_em' => '2022-01-18 14:31:45' ), (int) 1 => array( 'id' => '5109', 'tipo' => '', 'nome' => 'Quem Somos', 'url' => 'quem-somos', 'url_customizada' => '', 'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora <strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong> é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos. Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p> </p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p> </p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p> </p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>', 'meta_titulo' => 'Quem Somos', 'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores', 'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos', 'ativo' => '1', 'ordem' => '2', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 2 => array( 'id' => '5113', 'tipo' => '', 'nome' => 'Como Comprar', 'url' => 'como-comprar', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX <br /> contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;"> </span></strong><br />  </p> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;"> SAC - Serviço de Atendimento CADFIX</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;"> contato@cadfix.com.br</div> <p> <br /> 1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p> <p> 2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p> <p> 3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p> <p> 4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p> <p> 5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p> <p> 6. Você poderá acompanhar o seu pedido na sua área de cliente.</p> <p> <br /> Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;"> </span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento  da forma de pagamento e condições para entrega.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 6. Você poderá acompanhar o seu pedido na sua área de cliente.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">  </div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>', 'meta_titulo' => 'Como Comprar 1', 'meta_palavras_chaves' => 'Como Comprar, Compras', 'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar', 'ativo' => '1', 'ordem' => '3', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 3 => array( 'id' => '5112', 'tipo' => '', 'nome' => 'Dúvidas Frequentes (FAQ)', 'url' => 'duvidas-frequentes-faq', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br /> contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p> <span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;"> <br /> <br /> <span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br /> <strong>Como criar uma Conta de Acesso?</strong><br /> Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br /> <span style="font-size:8px;"> </span><br /> <strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br /> Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br /> <strong><span style="font-size:8px;"> </span><br /> Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br /> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br /> <span style="font-size:8px;"> </span><br /> <strong>Esqueci minha senha, o que fazer?</strong><br /> Na página de entrada, clique em "Minha Conta" e, em seguida, clique em “Esqueci Minha Senha”. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />  <br /> <span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br /> <strong>Consigo rastrear o minha compra?</strong><br /> Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso adicionar outro produto à compra que eu fiz?</strong><br /> Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br /> <span style="font-size:8px;"> </span><br /> <strong>Não recebi todos os itens da minha compra. O que faço?</strong><br /> Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso efetuar uma Compra com CPF?</strong><br /> Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br /> A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br /> <span style="font-size:8px;"> </span><br /> <strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br /> Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br /> <span style="font-size:8px;"> </span><br /> <strong>Existe um valor mínimo de pedido?</strong><br /> Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso alterar o endereço da entrega?</strong><br /> Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como é calculado o frete para meu pedido?</strong><br /> O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br /> <span style="font-size:8px;"> </span><br /> <strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br /> Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br /> Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso retomar um carrinho de compras?</strong><br /> Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />  <br /> <span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br /> <strong>Quais são os meios de pagamentos disponíveis?</strong><br /> No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>®</sup>, Visa<sup>®</sup> e Elo<sup>®</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br /> Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br /> <span style="font-size:8px;"> </span><br /> <strong>E se o meu pagamento não for aprovado?</strong><br /> Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br /> <span style="font-size:8px;"> </span><br /> <strong>Quais são as formas de parcelamento?</strong><br /> Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br /> Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso utilizar meu cartão emitido no exterior?</strong><br /> Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br /> <span style="font-size:8px;"> </span><br /> <strong>Quais são os prazos para estorno?</strong><br /> Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a  </span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br /> <span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;"> <br /> <span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br /> <strong>É possível encomendar um produto que não esteja à venda?</strong><br /> Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br /> <span style="font-size:8px;"> </span><br /> <strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br /> A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br /> <span style="font-size:8px;"> </span><br /> <strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br /> Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />  <br /> <span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br /> <strong>Como trocar um produto do e-Commerce?</strong><br /> Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br /> Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br /> Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso devolver um produto na loja física?</strong><br /> Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como faço para cancelar minha compra?</strong><br /> Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br /> <span style="font-size:8px;"> </span><br /> <strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br /> Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br /> <span style="font-size:8px;"> </span><br /> <strong>Em que situações meu pedido pode ser cancelado?</strong><br /> Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />  <br /> <span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br /> <strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br /> Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br /> <span style="font-size:8px;"> </span><br /> <strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br /> Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>', 'meta_titulo' => 'Dúvidas Frequentes 1', 'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas', 'meta_descricao' => 'Dúvidas Frequentes Dúvidas Frequentes Dúvidas Frequentes Dúvidas Frequentes', 'ativo' => '1', 'ordem' => '4', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 4 => array( 'id' => '10174', 'tipo' => '', 'nome' => 'Política de Compras', 'url' => 'politica-de-compras', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />  </p> <p style="text-align: justify;"> Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h</li> </ul> <p style="text-align: justify;"> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados. <br /> As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br /> <br /> <strong>3. CONDIÇÕES GERAIS:</strong><br /> As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br /> Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br /> São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />  <br /> 3.1 VALOR DE DISTRIBUIDORA:<br /> Os critérios considerados para que seja aplicado o valor de distribuidora são:</p> <ul> <li> Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li> <li> Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li> </ul> <p style="text-align: justify;"> * Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />  <br /> 3.2 VALOR DE VAREJO:<br /> O critério considerado para que seja aplicado o valor de varejo é:</p> <ul> <li> Pedido mínimo inferior a R$ 500,00.</li> </ul> <p style="text-align: justify;"> <br /> 3.3 VALOR DE MERCADO LIVRE:</p> <ul> <li> Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.  </li> </ul> <p style="text-align: justify;"> <br /> <strong>4. PREÇOS PRATICADOS:</strong><br /> As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />  <br /> 4.1 LOJA FÍSICA:<br /> A Loja Física da empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />  <br /> 4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br /> O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />  <br /> 4.3 MERCADO LIVRE:<br /> As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />  <br /> Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />  <br /> <strong>5. CADASTRO:</strong> <br /> Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p> <ul> <li> Dados da Empresa</li> <li> CNPJ</li> <li> Inscrição Estadual (quando houver)</li> <li> Dados de Cobrança</li> <li> Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li> <li> Endereço completo c/ CEP</li> <li> Endereço de e-mail</li> <li> Telefones de contato</li> <li> Referências Bancárias</li> </ul> <p style="text-align: justify;"> <br /> <strong>IMPORTANTE:</strong><br /> É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br /> Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br /> o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p> <p style="text-align: justify;"> <strong>6. ORÇAMENTOS E PEDIDOS:</strong><br /> 6.1 ORÇAMENTOS</p> <p style="text-align: justify;"> O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente. <br /> Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas. <br /> A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />  <br /> 6.2 PEDIDOS<br /> Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p> <ul> <li> O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li> <li> Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido “A” está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido “B” (com esses itens) até o quarta-feira. </li> <li> Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li> <li> Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li> <li> Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li> <li> Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li> <li> A liberação do pedido estará sujeita à análise de crédito. </li> </ul> <p style="text-align: justify;"> <br /> <strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br /> O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br /> Não serão aceitos cancelamentos após a expedição do pedido.<br />  <br /> <strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br /> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p> <ul> <li> Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li> <li> Inconsistência dos dados fornecidos no cadastro do Cliente.</li> <li> Divergência de dados cadastrais informados pelo Cliente.</li> <li> Fraude eletrônica.</li> <li> Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li> </ul> <p style="text-align: justify;"> <br /> <strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br /> As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />  <br /> <strong>10. FORMAS DE PAGAMENTO:</strong><br /> O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br /> A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.  No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br /> <strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />  <br /> <strong>Para pagamentos com cartão de crédito: </strong></p> <ul> <li> Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li> <li> A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li> <li> O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li> </ul> <p style="text-align: justify;"> <br /> <strong>Para pagamento em boletos parcelados:</strong><br /> Para faturamento parcelado, o CNPJ não poderá ter:</p> <ul> <li> Registro inferior a 3 anos;</li> <li> Restrição financeira (independente do caso)</li> <li> Baixa movimentação ou nenhuma.</li> </ul> <p style="text-align: justify;"> <br /> <strong>Para pagamentos do ato da entrega:</strong><br /> Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br /> Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />  <br /> <strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br /> Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br /> Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br /> Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />  <br /> <strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br /> Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br /> Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />  <br /> <strong>13. VALOR DO FRETE:</strong><br /> O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p> <ul> <li> R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li> <li> R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km.</li> </ul> <p style="text-align: justify;">  <br /> No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p> <ul> <li> R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li> <li> R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km.</li> </ul> <p style="text-align: justify;">  <br /> Nas regiões compreendidas além do raio de distância de 250 km, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />  <br /> Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br /> <br /> O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '5', 'cadastrado_em' => '2021-11-03 07:07:44' ), (int) 5 => array( 'id' => '10175', 'tipo' => '', 'nome' => 'Política de Entregas', 'url' => 'politica-de-entregas', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />  </p> <p style="text-align: justify;"> Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h</li> </ul> <p style="text-align: justify;"> Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br /> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ </strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong> e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />  <br /> As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />  <br /> <strong>3. SERVIÇO DE ENTREGAS:</strong><br /> A empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX - Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br /> Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />  <br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />  <br /> 3.1 ENTREGAS VIA FROTA DA EMPRESA:<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />  <br /> <strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p> <ul> <li> Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li> </ul> <p style="text-align: justify;"> <br /> <strong>TERÇA-FEIRA:</strong></p> <ul> <li> Interior de São Paulo</li> </ul> <p style="text-align: justify;"> <br /> <strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p> <ul> <li> Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li> </ul> <p style="text-align: justify;"> <br /> <strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p> <ul> <li> Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li> </ul> <p style="text-align: justify;"> <br /> <strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p> <ul> <li> Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li> </ul> <p style="text-align: justify;"> <br /> * Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />  </p> <p style="text-align: justify;"> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />  <br /> 3.2 ENTREGAS VIA CORREIOS:<br /> Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p> <ul> <li> Pedidos com valores inferiores a R$ 3.000,00</li> <li> 50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li> <li> Até 100 cm de comprimento.</li> </ul> <p style="text-align: justify;">  <br /> Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br /> Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br /> Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />  <br /> 3.3 ENTREGAS VIA TRANSPORTADORA:<br /> Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />  <br /> Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />  <br /> <strong>4. CONDIÇÕES DA ENTREGA:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br /> Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />  <br /> <strong>5. RECUSA DE RECEBIMENTO:</strong><br /> O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p> <ul> <li> Se a embalagem estiver aberta, violada ou danificada;</li> <li> Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li> <li> Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li> </ul> <p style="text-align: justify;"> Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />  <br /> <strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />  <br /> <strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />  <br /> <strong>8. DIVERSOS:</strong><br /> Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br /> Alertas: A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />  </p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '6', 'cadastrado_em' => '2021-11-03 07:08:08' ), (int) 6 => array( 'id' => '5110', 'tipo' => '', 'nome' => 'Política de Trocas e Devoluções', 'url' => 'politica-de-trocas-e-devolucoes', 'url_customizada' => '', 'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center"> </p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). </li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> dê andamento no pedido de troca.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.1 Contato com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada. </li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente. </li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado. </li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km.</li></ul><p class="ql-align-justify"> </p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente. </p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas (Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>', 'meta_titulo' => 'Política de Trocas e Devoluções', 'meta_palavras_chaves' => 'Trocas, Devoluções', 'meta_descricao' => 'Política de Trocas e Devoluções', 'ativo' => '1', 'ordem' => '7', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 7 => array( 'id' => '5111', 'tipo' => '', 'nome' => 'Política de Privacidade e Segurança de Dados', 'url' => 'politica-de-privacidade-e-seguranca-de-dados', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />  </p> <p style="text-align: justify;"> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que prevê as condições gerais de proteção de dados, de acordo com a Lei nº 13.853/2019, o Decreto nº 8.771/2016 e o Decreto nº 7.962/2013.<br /> <strong>IMPORTANTE: </strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> <strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h </li> </ul> <p style="text-align: justify;"> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a  <strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />  <br /> <strong>1. Por que coletamos informações?</strong><br /> A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br /> a) autenticar o acesso do usuário;<br /> h) informar o usuário sobre o status de seu pedido;<br /> c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br /> d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br /> f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br /> Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei nº 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />  <br /> <strong>2. Quais dados são coletados?</strong><br /> As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br /> Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br /> A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />  <br /> <strong>3. Como tratamos desses dados e informações?</strong><br /> De acordo com a Lei nº 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2º, inciso II, do Decreto nº 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br /> Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br /> De qualquer forma, em que pese a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />  <br /> <strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br /> Todas  os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br /> Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um "cadeado fechado" existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br /> Em hipótese alguma, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>  fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não é responsável pela conclusão da transação.<br />  <br /> <strong>5. A CA<span style="color: rgb(255, 140, 0);">D</span>FIX compartilha os dados dos usuários?</strong><br /> A empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br /> a) mediante a autorização prévia do usuário;<br /> b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br /> c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3º, da lei nº 12.965/14, e dos artigos 11 e 15 do Decreto nº 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />  <br /> <strong>6. Quem é responsável pelas informações?</strong><br /> A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br /> Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> por meio dos contatos encontrados em nosso site.<br /> É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />  <br /> <strong>7. Como é realizada a comunicação entre a CA<span style="color: rgb(255, 140, 0);">D</span>FIX e o usuário?</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br /> Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br /> <strong>IMPORTANTE:</strong> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>  nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br /> Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />  <br /> <strong>8. A CA<span style="color: rgb(255, 140, 0);">D</span>FIX tem conexões com outros sites?</strong><br /> Não. A Loja Virtual da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não possui links de outros sites, parceiros e/ou colaboradores.<br /> <br /> <strong>9. Qual o prazo de funcionamento?</strong><br /> A Loja Virtual da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />  <br /> <strong>10. Como são realizadas as alterações do site?</strong><br /> As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />  <br />  </p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '8', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 8 => array( 'id' => '5114', 'tipo' => 'FC', 'nome' => 'Fale Conosco', 'url' => 'fale-conosco', 'url_customizada' => '', 'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.', 'meta_titulo' => 'Fale Conosco 1', 'meta_palavras_chaves' => 'Fale Conosco, Atendimento', 'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco', 'ativo' => '1', 'ordem' => '9', 'cadastrado_em' => '2021-04-25 09:22:38' ) ) ) $marcas = array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => null, 'total_paginas' => null, 'total_registros_pagina' => null, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array(), 'error' => 'OK', 'message' => 'Não há dados!' ) $marcasDestaque = array() $formaPagamento = array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( 'id' => '1027', 'empresa_id' => '202912', 'loja_id' => '215928', 'nome' => 'Finalizar Pedido', 'loja_virtual_forma_pagamento_id' => '5697', 'forma_pagamento_id' => '2372481', 'nome_forma_pagamento' => 'À Combinar com o Vendedor', 'desconto_a_vista' => '', 'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.', 'ativo' => '1', 'usuario_id' => '430319', 'nome_usuario' => 'ANDREA BRITEZ', 'cadastrado_em' => '2021-10-28 16:45:56', 'modificado_em' => '2022-09-20 09:38:39' ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) $quantidadeEstoque = (int) 0 $compraLiberada = true $detalhes = null $estoquesVariacoes = array() $caracteristicas = array() $quantidadedisponivelVariacoes = array() $qtdCompra = (int) 1 $formasPagamentoFormatada = array( (int) 0 => array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) ) $mercadoPagoBCIndices = array() $pagSeguroBCIndices = array() $condicoesCartao = array() $condicoesBoleto = array() $condicoesPersonalizado = array( (int) 0 => array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) ) $tipos = array( (int) 0 => array( 'nome' => 'Cartão de crédito', 'tipo' => 'cartao-credito', 'icone' => 'icon_pag_cartao.png' ), (int) 1 => array( 'nome' => 'Boleto bancário', 'tipo' => 'boleto-bancario', 'icone' => 'icon_pag_boleto.png' ), (int) 2 => array( 'nome' => 'Finalizar Pedido', 'tipo' => 'finalizar-pedido', 'icone' => 'icon_formas_pagamento.png' ) ) $condicao = array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) $tipoCartaoBoleto = array( 'cartao-credito' => array(), 'boleto-bancario' => array() ) $tipo = array( 'nome' => 'Finalizar Pedido', 'tipo' => 'finalizar-pedido', 'icone' => 'icon_formas_pagamento.png' ) $key = (int) 2 include - APP/View/Produtos/visualizar.ctp, line 238 View::_evaluate() - CORE/Cake/View/View.php, line 935 View::_render() - CORE/Cake/View/View.php, line 897 View::render() - CORE/Cake/View/View.php, line 466 Controller::render() - CORE/Cake/Controller/Controller.php, line 952 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178 [main] - APP/webroot/index.php, line 110 0,00	sem juros	R$ Notice (8): Undefined index: valor_venda [APP/View/Produtos/visualizar.ctp, line 240] Code Context `<td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>` `<td class="text-center"><small class="text-muted ml-2">sem juros</small></td>` `<td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>` $viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp' $dataForView = array( 'produto' => array( 'variacoes_quantidade_total' => (int) 0, 'variacoes_quantidade' => array(), 'variacoes_indice' => array() ), 'metaTitulo' => ' - Distribuidora CadFix', 'configuracao' => array( 'permitir_venda_estoque_insuficiente' => '1' ), 'enderecos' => array(), 'exibirBtnFavoritos' => false, 'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall', 'metaDescricao' => 'Telefone: (11) 2285-1118 Whatsapp: (11) 94745-2791 Horário de atendimento Segunda a Quinta: 07:00h às 17:00h Sexta: 07:00h às 16:00h Sábado: 08:00h às 12:00h', 'formasPagamentosAtivas' => array( (int) 0 => array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( [maximum depth reached] ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) ), 'codigosHTML' => array(), 'categorias' => array( 'code' => (int) 200, 'status' => 'success', 'data' => array( (int) 0 => array( [maximum depth reached] ), (int) 1 => array( [maximum depth reached] ), (int) 2 => array( [maximum depth reached] ), (int) 3 => array( [maximum depth reached] ), (int) 4 => array( [maximum depth reached] ), (int) 5 => array( [maximum depth reached] ), (int) 6 => array( [maximum depth reached] ), (int) 7 => array( [maximum depth reached] ), (int) 8 => array( [maximum depth reached] ), (int) 9 => array( [maximum depth reached] ), (int) 10 => array( [maximum depth reached] ), (int) 11 => array( [maximum depth reached] ), (int) 12 => array( [maximum depth reached] ), (int) 13 => array( [maximum depth reached] ), (int) 14 => array( [maximum depth reached] ), (int) 15 => array( [maximum depth reached] ), (int) 16 => array( [maximum depth reached] ), (int) 17 => array( [maximum depth reached] ), (int) 18 => array( [maximum depth reached] ), (int) 19 => array( [maximum depth reached] ), (int) 20 => array( [maximum depth reached] ), (int) 21 => array( [maximum depth reached] ), (int) 22 => array( [maximum depth reached] ), (int) 23 => array( [maximum depth reached] ), (int) 24 => array( [maximum depth reached] ), (int) 25 => array( [maximum depth reached] ), (int) 26 => array( [maximum depth reached] ), (int) 27 => array( [maximum depth reached] ), (int) 28 => array( [maximum depth reached] ), (int) 29 => array( [maximum depth reached] ), (int) 30 => array( [maximum depth reached] ), (int) 31 => array( [maximum depth reached] ), (int) 32 => array( [maximum depth reached] ), (int) 33 => array( [maximum depth reached] ), (int) 34 => array( [maximum depth reached] ), (int) 35 => array( [maximum depth reached] ), (int) 36 => array( [maximum depth reached] ), (int) 37 => array( [maximum depth reached] ), (int) 38 => array( [maximum depth reached] ) ) ), 'categoriasDestaque' => array(), 'paginas' => array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => (int) 9, 'total_paginas' => (int) 1, 'total_registros_pagina' => (int) 9, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array( (int) 0 => array( [maximum depth reached] ), (int) 1 => array( [maximum depth reached] ), (int) 2 => array( [maximum depth reached] ), (int) 3 => array( [maximum depth reached] ), (int) 4 => array( [maximum depth reached] ), (int) 5 => array( [maximum depth reached] ), (int) 6 => array( [maximum depth reached] ), (int) 7 => array( [maximum depth reached] ), (int) 8 => array( [maximum depth reached] ) ) ), 'marcas' => array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => null, 'total_paginas' => null, 'total_registros_pagina' => null, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array(), 'error' => 'OK', 'message' => 'Não há dados!' ), 'marcasDestaque' => array() ) $produto = array( 'variacoes_quantidade_total' => (int) 0, 'variacoes_quantidade' => array(), 'variacoes_indice' => array() ) $metaTitulo = ' - Distribuidora CadFix' $configuracao = array( 'permitir_venda_estoque_insuficiente' => '1' ) $enderecos = array() $exibirBtnFavoritos = false $metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall' $metaDescricao = 'Telefone: (11) 2285-1118 Whatsapp: (11) 94745-2791 Horário de atendimento Segunda a Quinta: 07:00h às 17:00h Sexta: 07:00h às 16:00h Sábado: 08:00h às 12:00h' $formasPagamentosAtivas = array( (int) 0 => array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( 'id' => '1027', 'empresa_id' => '202912', 'loja_id' => '215928', 'nome' => 'Finalizar Pedido', 'loja_virtual_forma_pagamento_id' => '5697', 'forma_pagamento_id' => '2372481', 'nome_forma_pagamento' => 'À Combinar com o Vendedor', 'desconto_a_vista' => '', 'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.', 'ativo' => '1', 'usuario_id' => '430319', 'nome_usuario' => 'ANDREA BRITEZ', 'cadastrado_em' => '2021-10-28 16:45:56', 'modificado_em' => '2022-09-20 09:38:39' ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) ) $codigosHTML = array() $categorias = array( 'code' => (int) 200, 'status' => 'success', 'data' => array( (int) 0 => array( 'id' => '2138639', 'grupo_pai_id' => '', 'nome' => 'ALÇAPÕES', 'url' => 'alcapoes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 1 => array( 'id' => '2138640', 'grupo_pai_id' => '', 'nome' => 'ALICATES', 'url' => 'alicates', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 2 => array( 'id' => '2138641', 'grupo_pai_id' => '', 'nome' => 'ARAMES', 'url' => 'arames', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 3 => array( 'id' => '2138644', 'grupo_pai_id' => '', 'nome' => 'BANDEJAS', 'url' => 'bandejas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 4 => array( 'id' => '2138646', 'grupo_pai_id' => '', 'nome' => 'BROCAS', 'url' => 'brocas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 5 => array( 'id' => '2138647', 'grupo_pai_id' => '', 'nome' => 'BUCHAS', 'url' => 'buchas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 6 => array( 'id' => '2138649', 'grupo_pai_id' => '', 'nome' => 'CARRILHOS', 'url' => 'carrilhos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 7 => array( 'id' => '2138650', 'grupo_pai_id' => '', 'nome' => 'CHAPAS DRYWALL', 'url' => 'chapas-drywall', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 8 => array( 'id' => '2138651', 'grupo_pai_id' => '', 'nome' => 'CHAVES', 'url' => 'chaves', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 9 => array( 'id' => '2138657', 'grupo_pai_id' => '', 'nome' => 'DESEMPENADEIRAS', 'url' => 'desempenadeiras', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 10 => array( 'id' => '2138634', 'grupo_pai_id' => '', 'nome' => 'DIVERSOS', 'url' => 'diversos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 11 => array( 'id' => '2138636', 'grupo_pai_id' => '', 'nome' => 'ELÉTRICA', 'url' => 'eletrica', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 12 => array( 'id' => '2138633', 'grupo_pai_id' => '', 'nome' => 'EPI', 'url' => 'epi', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 13 => array( 'id' => '2138659', 'grupo_pai_id' => '', 'nome' => 'ESPÁTULAS', 'url' => 'espatulas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 14 => array( 'id' => '2138661', 'grupo_pai_id' => '', 'nome' => 'ESTOPAS E LÃS', 'url' => 'estopas-e-las', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 15 => array( 'id' => '2138643', 'grupo_pai_id' => '', 'nome' => 'FERRAGENS', 'url' => 'ferragens', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 16 => array( 'id' => '2138654', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS ELÉTRICAS', 'url' => 'ferramentas-eletricas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 17 => array( 'id' => '2138662', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS À PÓLVORA', 'url' => 'ferramentas-a-polvora', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 18 => array( 'id' => '2138653', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS MANUAIS', 'url' => 'ferramentas-manuais', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 19 => array( 'id' => '2138660', 'grupo_pai_id' => '', 'nome' => 'FERRAMENTAS MEDIÇÃO', 'url' => 'ferramentas-medicao', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 20 => array( 'id' => '2138664', 'grupo_pai_id' => '', 'nome' => 'FITAS', 'url' => 'fitas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 21 => array( 'id' => '2138645', 'grupo_pai_id' => '', 'nome' => 'FORMAS 3D', 'url' => 'formas-3d', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 22 => array( 'id' => '2138635', 'grupo_pai_id' => '', 'nome' => 'HIDRÁULICA', 'url' => 'hidraulica', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 23 => array( 'id' => '2138637', 'grupo_pai_id' => '', 'nome' => 'IMPERMEABILIZANTES', 'url' => 'impermeabilizantes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 24 => array( 'id' => '2138638', 'grupo_pai_id' => '', 'nome' => 'LIMPEZA', 'url' => 'limpeza', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 25 => array( 'id' => '2138652', 'grupo_pai_id' => '', 'nome' => 'LIXAS', 'url' => 'lixas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 26 => array( 'id' => '2138666', 'grupo_pai_id' => '', 'nome' => 'LUMINÁRIAS', 'url' => 'luminarias', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 27 => array( 'id' => '2138655', 'grupo_pai_id' => '', 'nome' => 'MASSAS', 'url' => 'massas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 28 => array( 'id' => '2138668', 'grupo_pai_id' => '', 'nome' => 'PARAFUSOS', 'url' => 'parafusos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 29 => array( 'id' => '2138648', 'grupo_pai_id' => '', 'nome' => 'PERFIS METÁLICOS', 'url' => 'perfis-metalicos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 30 => array( 'id' => '2138656', 'grupo_pai_id' => '', 'nome' => 'PIGMENTOS', 'url' => 'pigmentos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 31 => array( 'id' => '2138663', 'grupo_pai_id' => '', 'nome' => 'PINOS', 'url' => 'pinos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 32 => array( 'id' => '2138669', 'grupo_pai_id' => '', 'nome' => 'PORTAS', 'url' => 'portas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 33 => array( 'id' => '2138670', 'grupo_pai_id' => '', 'nome' => 'PREGOS', 'url' => 'pregos', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 34 => array( 'id' => '2138671', 'grupo_pai_id' => '', 'nome' => 'REBITES', 'url' => 'rebites', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 35 => array( 'id' => '2138642', 'grupo_pai_id' => '', 'nome' => 'SERRAS E SERROTES', 'url' => 'serras-e-serrotes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 36 => array( 'id' => '2138682', 'grupo_pai_id' => '', 'nome' => 'TELAS', 'url' => 'telas', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 37 => array( 'id' => '2138683', 'grupo_pai_id' => '', 'nome' => 'TESOURAS', 'url' => 'tesouras', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ), (int) 38 => array( 'id' => '4652594', 'grupo_pai_id' => '', 'nome' => 'TINTAS E VERNIZES', 'url' => 'tintas-e-vernizes', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'destaque_loja_virtual' => '0', 'SubGrupos' => array([maximum depth reached]) ) ) ) $categoriasDestaque = array() $paginas = array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => (int) 9, 'total_paginas' => (int) 1, 'total_registros_pagina' => (int) 9, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array( (int) 0 => array( 'id' => '11114', 'tipo' => '', 'nome' => 'Formas de Pagamento', 'url' => 'formas-de-pagamento', 'url_customizada' => '', 'descricao' => '<p><img 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'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '1', 'cadastrado_em' => '2022-01-18 14:31:45' ), (int) 1 => array( 'id' => '5109', 'tipo' => '', 'nome' => 'Quem Somos', 'url' => 'quem-somos', 'url_customizada' => '', 'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora <strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong> é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos. Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p> </p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p> </p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p> </p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>', 'meta_titulo' => 'Quem Somos', 'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores', 'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos', 'ativo' => '1', 'ordem' => '2', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 2 => array( 'id' => '5113', 'tipo' => '', 'nome' => 'Como Comprar', 'url' => 'como-comprar', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX <br /> contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;"> </span></strong><br />  </p> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;"> SAC - Serviço de Atendimento CADFIX</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;"> contato@cadfix.com.br</div> <p> <br /> 1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p> <p> 2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p> <p> 3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p> <p> 4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p> <p> 5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p> <p> 6. Você poderá acompanhar o seu pedido na sua área de cliente.</p> <p> <br /> Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;"> </span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento  da forma de pagamento e condições para entrega.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> 6. Você poderá acompanhar o seu pedido na sua área de cliente.</div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">  </div> <div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;"> Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>', 'meta_titulo' => 'Como Comprar 1', 'meta_palavras_chaves' => 'Como Comprar, Compras', 'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar', 'ativo' => '1', 'ordem' => '3', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 3 => array( 'id' => '5112', 'tipo' => '', 'nome' => 'Dúvidas Frequentes (FAQ)', 'url' => 'duvidas-frequentes-faq', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br /> contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p> <span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;"> <br /> <br /> <span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br /> <strong>Como criar uma Conta de Acesso?</strong><br /> Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br /> <span style="font-size:8px;"> </span><br /> <strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br /> Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br /> <strong><span style="font-size:8px;"> </span><br /> Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br /> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br /> <span style="font-size:8px;"> </span><br /> <strong>Esqueci minha senha, o que fazer?</strong><br /> Na página de entrada, clique em "Minha Conta" e, em seguida, clique em “Esqueci Minha Senha”. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />  <br /> <span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br /> <strong>Consigo rastrear o minha compra?</strong><br /> Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso adicionar outro produto à compra que eu fiz?</strong><br /> Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br /> <span style="font-size:8px;"> </span><br /> <strong>Não recebi todos os itens da minha compra. O que faço?</strong><br /> Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso efetuar uma Compra com CPF?</strong><br /> Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br /> A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br /> <span style="font-size:8px;"> </span><br /> <strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br /> Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br /> <span style="font-size:8px;"> </span><br /> <strong>Existe um valor mínimo de pedido?</strong><br /> Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso alterar o endereço da entrega?</strong><br /> Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como é calculado o frete para meu pedido?</strong><br /> O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br /> <span style="font-size:8px;"> </span><br /> <strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br /> Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br /> Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso retomar um carrinho de compras?</strong><br /> Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />  <br /> <span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br /> <strong>Quais são os meios de pagamentos disponíveis?</strong><br /> No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>®</sup>, Visa<sup>®</sup> e Elo<sup>®</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br /> Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br /> <span style="font-size:8px;"> </span><br /> <strong>E se o meu pagamento não for aprovado?</strong><br /> Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br /> <span style="font-size:8px;"> </span><br /> <strong>Quais são as formas de parcelamento?</strong><br /> Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br /> Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso utilizar meu cartão emitido no exterior?</strong><br /> Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br /> <span style="font-size:8px;"> </span><br /> <strong>Quais são os prazos para estorno?</strong><br /> Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a  </span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br /> <span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;"> <br /> <span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br /> <strong>É possível encomendar um produto que não esteja à venda?</strong><br /> Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br /> <span style="font-size:8px;"> </span><br /> <strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br /> A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br /> <span style="font-size:8px;"> </span><br /> <strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br /> Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />  <br /> <span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br /> <strong>Como trocar um produto do e-Commerce?</strong><br /> Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br /> Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br /> Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br /> <span style="font-size:8px;"> </span><br /> <strong>Posso devolver um produto na loja física?</strong><br /> Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br /> <span style="font-size:8px;"> </span><br /> <strong>Como faço para cancelar minha compra?</strong><br /> Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br /> <span style="font-size:8px;"> </span><br /> <strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br /> Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br /> <span style="font-size:8px;"> </span><br /> <strong>Em que situações meu pedido pode ser cancelado?</strong><br /> Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />  <br /> <span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br /> <strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br /> Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br /> <span style="font-size:8px;"> </span><br /> <strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br /> Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>', 'meta_titulo' => 'Dúvidas Frequentes 1', 'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas', 'meta_descricao' => 'Dúvidas Frequentes Dúvidas Frequentes Dúvidas Frequentes Dúvidas Frequentes', 'ativo' => '1', 'ordem' => '4', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 4 => array( 'id' => '10174', 'tipo' => '', 'nome' => 'Política de Compras', 'url' => 'politica-de-compras', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />  </p> <p style="text-align: justify;"> Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h</li> </ul> <p style="text-align: justify;"> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados. <br /> As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br /> <br /> <strong>3. CONDIÇÕES GERAIS:</strong><br /> As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br /> Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br /> São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />  <br /> 3.1 VALOR DE DISTRIBUIDORA:<br /> Os critérios considerados para que seja aplicado o valor de distribuidora são:</p> <ul> <li> Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li> <li> Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li> </ul> <p style="text-align: justify;"> * Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />  <br /> 3.2 VALOR DE VAREJO:<br /> O critério considerado para que seja aplicado o valor de varejo é:</p> <ul> <li> Pedido mínimo inferior a R$ 500,00.</li> </ul> <p style="text-align: justify;"> <br /> 3.3 VALOR DE MERCADO LIVRE:</p> <ul> <li> Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.  </li> </ul> <p style="text-align: justify;"> <br /> <strong>4. PREÇOS PRATICADOS:</strong><br /> As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />  <br /> 4.1 LOJA FÍSICA:<br /> A Loja Física da empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />  <br /> 4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br /> O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />  <br /> 4.3 MERCADO LIVRE:<br /> As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />  <br /> Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />  <br /> <strong>5. CADASTRO:</strong> <br /> Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p> <ul> <li> Dados da Empresa</li> <li> CNPJ</li> <li> Inscrição Estadual (quando houver)</li> <li> Dados de Cobrança</li> <li> Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li> <li> Endereço completo c/ CEP</li> <li> Endereço de e-mail</li> <li> Telefones de contato</li> <li> Referências Bancárias</li> </ul> <p style="text-align: justify;"> <br /> <strong>IMPORTANTE:</strong><br /> É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br /> Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br /> o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p> <p style="text-align: justify;"> <strong>6. ORÇAMENTOS E PEDIDOS:</strong><br /> 6.1 ORÇAMENTOS</p> <p style="text-align: justify;"> O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente. <br /> Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas. <br /> A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />  <br /> 6.2 PEDIDOS<br /> Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p> <ul> <li> O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li> <li> Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido “A” está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido “B” (com esses itens) até o quarta-feira. </li> <li> Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li> <li> Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li> <li> Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li> <li> Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li> <li> A liberação do pedido estará sujeita à análise de crédito. </li> </ul> <p style="text-align: justify;"> <br /> <strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br /> O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br /> Não serão aceitos cancelamentos após a expedição do pedido.<br />  <br /> <strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br /> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p> <ul> <li> Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li> <li> Inconsistência dos dados fornecidos no cadastro do Cliente.</li> <li> Divergência de dados cadastrais informados pelo Cliente.</li> <li> Fraude eletrônica.</li> <li> Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li> </ul> <p style="text-align: justify;"> <br /> <strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br /> As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />  <br /> <strong>10. FORMAS DE PAGAMENTO:</strong><br /> O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br /> A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.  No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br /> <strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />  <br /> <strong>Para pagamentos com cartão de crédito: </strong></p> <ul> <li> Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li> <li> A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li> <li> O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li> </ul> <p style="text-align: justify;"> <br /> <strong>Para pagamento em boletos parcelados:</strong><br /> Para faturamento parcelado, o CNPJ não poderá ter:</p> <ul> <li> Registro inferior a 3 anos;</li> <li> Restrição financeira (independente do caso)</li> <li> Baixa movimentação ou nenhuma.</li> </ul> <p style="text-align: justify;"> <br /> <strong>Para pagamentos do ato da entrega:</strong><br /> Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br /> Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />  <br /> <strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br /> Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br /> Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br /> Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />  <br /> <strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br /> Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br /> Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />  <br /> <strong>13. VALOR DO FRETE:</strong><br /> O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p> <ul> <li> R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li> <li> R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km.</li> </ul> <p style="text-align: justify;">  <br /> No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p> <ul> <li> R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li> <li> R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km.</li> </ul> <p style="text-align: justify;">  <br /> Nas regiões compreendidas além do raio de distância de 250 km, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />  <br /> Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br /> <br /> O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '5', 'cadastrado_em' => '2021-11-03 07:07:44' ), (int) 5 => array( 'id' => '10175', 'tipo' => '', 'nome' => 'Política de Entregas', 'url' => 'politica-de-entregas', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />  </p> <p style="text-align: justify;"> Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h</li> </ul> <p style="text-align: justify;"> Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br /> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ </strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong> e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />  <br /> As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />  <br /> <strong>3. SERVIÇO DE ENTREGAS:</strong><br /> A empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX - Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br /> Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />  <br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />  <br /> 3.1 ENTREGAS VIA FROTA DA EMPRESA:<br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />  <br /> <strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p> <ul> <li> Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li> </ul> <p style="text-align: justify;"> <br /> <strong>TERÇA-FEIRA:</strong></p> <ul> <li> Interior de São Paulo</li> </ul> <p style="text-align: justify;"> <br /> <strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p> <ul> <li> Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li> </ul> <p style="text-align: justify;"> <br /> <strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p> <ul> <li> Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li> </ul> <p style="text-align: justify;"> <br /> <strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p> <ul> <li> Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li> </ul> <p style="text-align: justify;"> <br /> * Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />  </p> <p style="text-align: justify;"> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />  <br /> 3.2 ENTREGAS VIA CORREIOS:<br /> Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p> <ul> <li> Pedidos com valores inferiores a R$ 3.000,00</li> <li> 50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li> <li> Até 100 cm de comprimento.</li> </ul> <p style="text-align: justify;">  <br /> Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br /> Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br /> Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />  <br /> 3.3 ENTREGAS VIA TRANSPORTADORA:<br /> Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />  <br /> Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />  <br /> <strong>4. CONDIÇÕES DA ENTREGA:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br /> Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />  <br /> <strong>5. RECUSA DE RECEBIMENTO:</strong><br /> O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p> <ul> <li> Se a embalagem estiver aberta, violada ou danificada;</li> <li> Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li> <li> Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li> </ul> <p style="text-align: justify;"> Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />  <br /> <strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />  <br /> <strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />  <br /> <strong>8. DIVERSOS:</strong><br /> Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br /> Alertas: A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />  </p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '6', 'cadastrado_em' => '2021-11-03 07:08:08' ), (int) 6 => array( 'id' => '5110', 'tipo' => '', 'nome' => 'Política de Trocas e Devoluções', 'url' => 'politica-de-trocas-e-devolucoes', 'url_customizada' => '', 'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center"> </p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). </li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> dê andamento no pedido de troca.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.1 Contato com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada. </li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente. </li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify"> </p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado. </li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km.</li></ul><p class="ql-align-justify"> </p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify"> </p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong> à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente. </p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas (Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>', 'meta_titulo' => 'Política de Trocas e Devoluções', 'meta_palavras_chaves' => 'Trocas, Devoluções', 'meta_descricao' => 'Política de Trocas e Devoluções', 'ativo' => '1', 'ordem' => '7', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 7 => array( 'id' => '5111', 'tipo' => '', 'nome' => 'Política de Privacidade e Segurança de Dados', 'url' => 'politica-de-privacidade-e-seguranca-de-dados', 'url_customizada' => '', 'descricao' => '<p style="text-align: center;"> <strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br /> contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />  </p> <p style="text-align: justify;"> A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que prevê as condições gerais de proteção de dados, de acordo com a Lei nº 13.853/2019, o Decreto nº 8.771/2016 e o Decreto nº 7.962/2013.<br /> <strong>IMPORTANTE: </strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />  <br /> <strong>1. IDENTIFICAÇÃO:</strong><br /> A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> <strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.<br />  <br /> <strong>2. CONTATO:</strong><br /> Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p> <ul> <li> Presencialmente, na loja física <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li> <li> Pelo SAC: contato@cadfix.com.br.</li> <li> Pelo Televendas: (11) 94745-2791.</li> <li> Pelo Chat da Loja Virtual.</li> <li> Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li> </ul> <p style="text-align: justify;"> O horário de atendimento comercial é:</p> <ul> <li> Segunda a quinta-feira: das 07:00h às 17:00h</li> <li> Sextas-Feiras: das 07:00h às 16:00h </li> </ul> <p style="text-align: justify;"> Além disso, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a  <strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />  <br /> <strong>1. Por que coletamos informações?</strong><br /> A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br /> a) autenticar o acesso do usuário;<br /> h) informar o usuário sobre o status de seu pedido;<br /> c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br /> d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br /> f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br /> Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei nº 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />  <br /> <strong>2. Quais dados são coletados?</strong><br /> As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br /> Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br /> A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />  <br /> <strong>3. Como tratamos desses dados e informações?</strong><br /> De acordo com a Lei nº 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2º, inciso II, do Decreto nº 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br /> Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br /> De qualquer forma, em que pese a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />  <br /> <strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br /> Todas  os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br /> Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um "cadeado fechado" existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br /> Em hipótese alguma, a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>  fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não é responsável pela conclusão da transação.<br />  <br /> <strong>5. A CA<span style="color: rgb(255, 140, 0);">D</span>FIX compartilha os dados dos usuários?</strong><br /> A empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br /> a) mediante a autorização prévia do usuário;<br /> b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br /> c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3º, da lei nº 12.965/14, e dos artigos 11 e 15 do Decreto nº 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />  <br /> <strong>6. Quem é responsável pelas informações?</strong><br /> A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br /> Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> por meio dos contatos encontrados em nosso site.<br /> É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />  <br /> <strong>7. Como é realizada a comunicação entre a CA<span style="color: rgb(255, 140, 0);">D</span>FIX e o usuário?</strong><br /> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br /> Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br /> <strong>IMPORTANTE:</strong> A <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>  nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br /> Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />  <br /> <strong>8. A CA<span style="color: rgb(255, 140, 0);">D</span>FIX tem conexões com outros sites?</strong><br /> Não. A Loja Virtual da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> não possui links de outros sites, parceiros e/ou colaboradores.<br /> <br /> <strong>9. Qual o prazo de funcionamento?</strong><br /> A Loja Virtual da <strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong> tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />  <br /> <strong>10. Como são realizadas as alterações do site?</strong><br /> As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />  <br />  </p>', 'meta_titulo' => '', 'meta_palavras_chaves' => '', 'meta_descricao' => '', 'ativo' => '1', 'ordem' => '8', 'cadastrado_em' => '2021-04-25 09:22:38' ), (int) 8 => array( 'id' => '5114', 'tipo' => 'FC', 'nome' => 'Fale Conosco', 'url' => 'fale-conosco', 'url_customizada' => '', 'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.', 'meta_titulo' => 'Fale Conosco 1', 'meta_palavras_chaves' => 'Fale Conosco, Atendimento', 'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco', 'ativo' => '1', 'ordem' => '9', 'cadastrado_em' => '2021-04-25 09:22:38' ) ) ) $marcas = array( 'code' => (int) 200, 'status' => 'success', 'meta' => array( 'total_registros' => null, 'total_paginas' => null, 'total_registros_pagina' => null, 'pagina_atual' => (int) 1, 'limite_por_pagina' => (int) 100, 'pagina_anterior' => null, 'url_anterior' => null, 'proxima_pagina' => null, 'proxima_url' => null ), 'data' => array(), 'error' => 'OK', 'message' => 'Não há dados!' ) $marcasDestaque = array() $formaPagamento = array( 'id' => '56970', 'empresa_id' => '202912', 'loja_id' => '215928', 'forma_pagamento_id' => '2372481', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'model' => 'LojasVirtuaisFormasPagamentosPersonalizada', 'icone' => 'icone_pagamento.png', 'foreign_key' => '1027', 'ativo' => (int) 1, 'padrao_sistema' => '0', 'ordem' => '1', 'bandeiras' => '', 'LojasVirtuaisFormasPagamentosPersonalizada' => array( 'id' => '1027', 'empresa_id' => '202912', 'loja_id' => '215928', 'nome' => 'Finalizar Pedido', 'loja_virtual_forma_pagamento_id' => '5697', 'forma_pagamento_id' => '2372481', 'nome_forma_pagamento' => 'À Combinar com o Vendedor', 'desconto_a_vista' => '', 'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.', 'ativo' => '1', 'usuario_id' => '430319', 'nome_usuario' => 'ANDREA BRITEZ', 'cadastrado_em' => '2021-10-28 16:45:56', 'modificado_em' => '2022-09-20 09:38:39' ), 'tipo_pagamento' => null, 'Bandeiras' => '' ) $quantidadeEstoque = (int) 0 $compraLiberada = true $detalhes = null $estoquesVariacoes = array() $caracteristicas = array() $quantidadedisponivelVariacoes = array() $qtdCompra = (int) 1 $formasPagamentoFormatada = array( (int) 0 => array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) ) $mercadoPagoBCIndices = array() $pagSeguroBCIndices = array() $condicoesCartao = array() $condicoesBoleto = array() $condicoesPersonalizado = array( (int) 0 => array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) ) $tipos = array( (int) 0 => array( 'nome' => 'Cartão de crédito', 'tipo' => 'cartao-credito', 'icone' => 'icon_pag_cartao.png' ), (int) 1 => array( 'nome' => 'Boleto bancário', 'tipo' => 'boleto-bancario', 'icone' => 'icon_pag_boleto.png' ), (int) 2 => array( 'nome' => 'Finalizar Pedido', 'tipo' => 'finalizar-pedido', 'icone' => 'icon_formas_pagamento.png' ) ) $condicao = array( 'id' => '56970', 'nome' => 'Finalizar Pedido', 'plugin' => 'Ecommerce', 'icone' => 'icone_pagamento.png', 'recurso' => null, 'parcelas' => (int) 1 ) $tipoCartaoBoleto = array( 'cartao-credito' => array(), 'boleto-bancario' => array() ) $tipo = array( 'nome' => 'Finalizar Pedido', 'tipo' => 'finalizar-pedido', 'icone' => 'icon_formas_pagamento.png' ) $key = (int) 2 include - APP/View/Produtos/visualizar.ctp, line 240 View::_evaluate() - CORE/Cake/View/View.php, line 935 View::_render() - CORE/Cake/View/View.php, line 897 View::render() - CORE/Cake/View/View.php, line 466 Controller::render() - CORE/Cake/Controller/Controller.php, line 952 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178 [main] - APP/webroot/index.php, line 110 0,00

Notice (8): Undefined index: valor_venda [APP/View/Produtos/visualizar.ctp, line 238]Code Context                                                <tr class="total-row">

                                                    <td class="text-center">1x</td>

                                                    <td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
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			(int) 1 => array(
				[maximum depth reached]
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			(int) 2 => array(
				[maximum depth reached]
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			(int) 3 => array(
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			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 238
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

0,00

sem juros

Notice (8): Undefined index: valor_venda [APP/View/Produtos/visualizar.ctp, line 240]Code Context                                                    <td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>

                                                    <td class="text-center"><small class="text-muted ml-2">sem juros</small></td>

                                                    <td class="text-right">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda']); ?></td>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 240
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

0,00

Página Inicial

Notice (8): Undefined index: nome [APP/View/Produtos/visualizar.ctp, line 262]Code Context                <li class="breadcrumb-item"><a href="/categoria/<?=$produto['grupo']['url']?>/"> <?= $this->Util->abreviaString($produto['grupo']['nome'], 100); ?></a></li>

            <?php }?>

                <li class="breadcrumb-item active" aria-current="Nome Produto"><?= $this->Util->abreviaString($produto['nome'], 100); ?></li>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 262
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: imagens [APP/View/Produtos/visualizar.ctp, line 277]Code Context        <div class="col-md-12 col-lg-7 mb-4">

            <div class="row fotos">

                <?php if (count($produto['imagens']) > 1) { ?>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 277
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Warning (2): count(): Parameter must be an array or an object that implements Countable [APP/View/Produtos/visualizar.ctp, line 277]Code Context        <div class="col-md-12 col-lg-7 mb-4">

            <div class="row fotos">

                <?php if (count($produto['imagens']) > 1) { ?>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 277
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: imagens [APP/View/Produtos/visualizar.ctp, line 304]

Code Context

                    </div>

                <?php } ?>

                <div class="col-md-12 col-lg-<?= (count($produto['imagens']) > 1 ? 10 : 12) ?> pull-right">

$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
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			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2

include - APP/View/Produtos/visualizar.ctp, line 304
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Warning (2): count(): Parameter must be an array or an object that implements Countable [APP/View/Produtos/visualizar.ctp, line 304]Code Context                    </div>

                <?php } ?>

                <div class="col-md-12 col-lg-<?= (count($produto['imagens']) > 1 ? 10 : 12) ?> pull-right">
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
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				[maximum depth reached]
			),
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				[maximum depth reached]
			),
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				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
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				[maximum depth reached]
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			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
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				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
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				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
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				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 304
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

12 pull-right">

Notice (8): Undefined index: imagens [APP/View/Produtos/visualizar.ctp, line 313]Code Context                    </div>

                    <div class="foto-atual">

                        <?php foreach ($produto['imagens'] as $i => $foto) { ?>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 313
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Warning (2): Invalid argument supplied for foreach() [APP/View/Produtos/visualizar.ctp, line 313]Code Context                    </div>

                    <div class="foto-atual">

                        <?php foreach ($produto['imagens'] as $i => $foto) { ?>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 313
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: id [APP/View/Produtos/visualizar.ctp, line 325]Code Context            <?php

                echo $this->Form->create(null, array('id' => 'form-comprar', 'url' => array('controller' => 'carrinho', 'action' => 'adiciona_item')));

                echo $this->Form->hidden('id', array('name' => 'id', 'value' => $produto['id']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 325
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: nome [APP/View/Produtos/visualizar.ctp, line 331]Code Context                echo $this->Form->hidden('tipo', array('name' => 'tipo', 'value' => 'P'));

                echo $this->Form->hidden('estoque_id', array('name' => 'estoque_id', 'value' => (!empty($produto['variacoes'][0]['id']) ? $produto['variacoes'][0]['id'] : '')));

                echo $this->Form->hidden('nome_produto', array('name' => 'nome_produto', 'value' => $produto['nome']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 331
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: valor_venda [APP/View/Produtos/visualizar.ctp, line 332]Code Context                echo $this->Form->hidden('estoque_id', array('name' => 'estoque_id', 'value' => (!empty($produto['variacoes'][0]['id']) ? $produto['variacoes'][0]['id'] : '')));

                echo $this->Form->hidden('nome_produto', array('name' => 'nome_produto', 'value' => $produto['nome']));

                echo $this->Form->hidden('valor_produto', array('name' => 'valor_produto', 'id' => 'valor-produto', 'value' => $this->Formatacao->formataMoeda($produto['valor_venda'])));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 332
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: peso [APP/View/Produtos/visualizar.ctp, line 333]Code Context                echo $this->Form->hidden('nome_produto', array('name' => 'nome_produto', 'value' => $produto['nome']));

                echo $this->Form->hidden('valor_produto', array('name' => 'valor_produto', 'id' => 'valor-produto', 'value' => $this->Formatacao->formataMoeda($produto['valor_venda'])));

                echo $this->Form->hidden('peso', array('name' => 'peso', 'id' => 'peso', 'value' => $produto['peso']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 333
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: altura [APP/View/Produtos/visualizar.ctp, line 334]Code Context                echo $this->Form->hidden('valor_produto', array('name' => 'valor_produto', 'id' => 'valor-produto', 'value' => $this->Formatacao->formataMoeda($produto['valor_venda'])));

                echo $this->Form->hidden('peso', array('name' => 'peso', 'id' => 'peso', 'value' => $produto['peso']));

                echo $this->Form->hidden('altura', array('name' => 'altura', 'id' => 'altura', 'value' => $produto['altura']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 334
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: largura [APP/View/Produtos/visualizar.ctp, line 335]Code Context                echo $this->Form->hidden('peso', array('name' => 'peso', 'id' => 'peso', 'value' => $produto['peso']));

                echo $this->Form->hidden('altura', array('name' => 'altura', 'id' => 'altura', 'value' => $produto['altura']));

                echo $this->Form->hidden('largura', array('name' => 'largura', 'id' => 'largura', 'value' => $produto['largura']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 335
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: comprimento [APP/View/Produtos/visualizar.ctp, line 336]Code Context                echo $this->Form->hidden('altura', array('name' => 'altura', 'id' => 'altura', 'value' => $produto['altura']));

                echo $this->Form->hidden('largura', array('name' => 'largura', 'id' => 'largura', 'value' => $produto['largura']));

                echo $this->Form->hidden('profundidade', array('name' => 'profundidade', 'id' => 'profundidade', 'value' => $produto['comprimento']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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hNKiQAAAED32Mgf0K898/ceuU7BCb6/c/kilezPzM8u3kMRZNkBAADoUyDYAQBAWERrX5RtmFKXL9od1naD4wf2VQAAOLRYC+NkzE6I9LrY6AQZmSkh1xnpmLxAGI23XrZ+0bJUINrdFql15t6eSK4zr12n+O0c0YWXhczFGEFyHdLrwoX787a8K06N233O+4Efd1sgQRAAAAAQ6MPqLPueJSJ/qakxXwaViOIGJc6cpXt+8XP0/G/915SxvyO1/o0LAAAAOAZoV811uc6fWLeqJ8eRTI1TNCOyBQph/JxWBqetsRBGJKUwTl1juE38WAl/MkmP25Wiq3uJisS3RkU7/XV/+8rr6Yh8a7JePc1OtY/hpDqW6Viqs/Lec/IqxU5KeXKyHZYIM7TuXQ8f1dajlqjIKLmO61icvOWm16m2KOrJlwAA0A80LvFYMsW8B4ZOL9LZmpyWRvwXWiMtyy1KbZ+g7aQ/Z4kj/nDxlF/lftt1hFZSZ8puel1D2gj16639unseCOl1AIAmYVEpb8rjo1gkQnED46FA77id36ffuPA4Pb+9WXWZgmnS716+KOS6n1s4TVEk2QEAAOhDINgBAEAYhCX+6GV1QwI6rO0Gx4+w91XspwAA0Hmc9Doh141nhFxXOn2CjLkZIdfRxLAcQB4Pb6i3SK7LFsly5Dpr+RYlNbkuUKxjIHZ1Dq2fjRVtZnhONkSCIACgDVIHBmH4KziKOPPNi38jfHHZbGFPN2JysF7M/l35+Mdo6EtfpJ2//jJNlOyXeAyhUa7DwnzoAAAAjhlByWScssawEFZNrltaG/ZIdULq0oS4dlLi3Pfat5y4xkKYlOt2XHGNhTCVuDY5VE7WY5Zp2E2Viw7KtLh60lkjbdLLUOvrim8TLBnOU2avehq5K9nREsWTxYrXmDDWo1rfq75kue7MXVJU1PtStYElQEZPsAMAgH5Al26MHg8+xpFjdVrtGydfjtqyvLogZLWZsddZROPa6IM+2bGrubB92ecAgJ5QsEx6LbtLz+1s0rNbG3R5d5uu7G5R3jTlOWQqn+e9e3CY3jg0av+M0FvGpuisfT8Vbe/4EIBG+K3nn6Bn7qzXXY7F0P/l8gWaSabowzMnutAyAAAAoDkg2AEAAAAAAAAA6AiuXPfAWTqYSlFkNE3R9ICQ6yjlDKAKaWCAYZnlC5DZfSpld8nc2qDo6pqU675/BVJdt1F9fF3r65ScmR7bAgDQLrmkRcleNwKAjiDn+ue57MXsrbkDItNqbjSbI9FZ0QjRXVN04ud/hl67+DQVb6xSwrLItF/jseOW0ScjyQAAAIAOw9KULtYpoY5hAYwJEusYJdcF0qRcx7JY1PcelsAUetJaVblOS1xTiOVGxujyzSRlaiTsNYtqoyu5aevJ5aq26/1zzUmz435kEVC0e8R+IR9cB6+bXL8t0e/trIdqD/ejuHX78qCiL/1yHQAA9CPqiE2X69R9Xbrzp16p54023S1Pmepfu9Bq4p96HJaMZRjqx1uHfM3wLddYjYY42jZCFRbrtU9/rrytwtow1feN4HpbqaLcX2EKX6pc0d5Wy3a2vSELdJ/2r3vQ743vLc1hudUH/g7obSgvWRt/WVo1AIBjCv8NuJHL0hduXqOv316mpewu7ZeKdf82vLRzR/zwX5SoEaETqUH6QOYEfXx2gU6nR5AYBjoC76tPbt5ueHn+nPyzm69BsAMAANCXQLADAIAwOKxpWIe13eD4gX0VAAAOD0qgmp10bieEXBcbnSAjPSTS60RqXRgn780SGaWCTK47yJG1tk2l1dsU2coKuS75wjWilQ2ZXFetnTpTY+23qRs0k/jWb/Kaak9Q/wMAAADHHsPNlROSXdGk4vZ2C7OxWxQRkp5JRjRBY+99D6U/8XHa+4M/olhun0os1hkRiloRMdCiRAUk2QEAADiS6GlkSrLT0+oYFuuYoNS6bDZPq3tSHmtHWPMnwfmFPK9YxzLYrZpinbovRDFPmt0Ypbd3RLvtpUSbWTrT26y3pVEx0J9mp6P6hdZI1MvrwOii3fkFb7sZIbaNVKuxsfWoLynW7ktdrlMJe0EJhwAA0GuqSTvVpCn1vFUtFqv1lohC9SL9bVCyVBjVWpb6qSzN2w/V+6LifeK422pLONMxnAb4S6vXZtkSeRtWPly1faPtdVUbwjBC3Z08baT2kgAtqt3nQf1hBWy3hjG0ugN+B4JbWbe40PZLAMDh5+reLv3rq5foS7du0F6x0FIZ/BelaJmyrNdepn977TK9Z2qWfvnkWXrT6ES4DQbHnn2zRGaTn6z7pcbOSQAAAADdBoIdAACEQbGDUeox38FE1GxPNupmWwFoB+yrAABw+FDSlCOqifS6zLSQ60wnvc5Ih3gYWioQ7W4TZYtk7u25cl30lddFch3LdSK9Ti1fS6BTQuBhQLV1Zb36MkrC423Sb5Idw23q17YBAAAAPYMHq/GxcMm+Z1LEItrftD/TTZNUBkBDQ+4MlglMKc/Z/0RHxujuz36WXvriNyi/tERx++WIpQbzYcZiAAAAxwB1KsJJUauVWqeLda48RpViXaNymgeW1LT3sRimhLAzdx3Yz3iT1s6fvOwuW5G05shpLIvxesi0uC13PVhQY+ktSE5TBMl+1Qhazltmyq5rnjJ7OZFox+vEopzkpFgf1V61Lnw7PrUktkc766Hgvjw1veMR60SdNVLrlFgHAAD9iDpaCzNtrVWg/QRjtjFdjZOxRm0dl3dByApPAaxNS+VLw631Svtkx64mGPb+Nx8A0G3uFPL0h9cuCxkubPmoYJr0tdVlenRthT6YmaN/dOY8nRgYDLUOcHy5e3CY7kmP0Is7jU0UHLO/337yrsUOtwoAAABoDQh2AADQLp2UgFT5SgaKmuXbViS7brYVgFbp9H6q6sC+CgAA4eKT66yFcTKc9LoIy3WZKZFeJ4jGQ6lSJNdli2Tt7dm3+65cR6trZL34klgmML2uikzHbW4EIQ52CBYCG2oDr1fQeijpTsmELNpVS4vrtdzW6/oBAACAPsN0BDs+KmbBzjBM2r21RpS3v/MMpFoIADYoYv/H742fu59OfPITdOP3/zWN5rZF+SZFGlX2AACg5+RLuKTZSY58apf010V6nZLrGCXXMUquYzmMZa6rG76Bhppg1rRcp4l1QalrjC7WKRmMRbDEcF62X8cuYoZeJirKbbe+/Q43nU1HiIIsvaVyxAKckNN8kl87uKl29u3VvYQo9+pOUqzjvJATbxBLdkp002GxzUjIa14z0ZfJyvE+eKZqXavXpOzol+yUpMiw1CflujsVqXX3TD1JibG86DuB1v1Hfv8HAADQQVo/pg4nwe7oHNP3xHUz+sSwq0J/tw4AEDZPba3TP3nxKbrCk8t2EE61+/KtG/TdzTX6L86cp0/MLlK0D2R+cLhhYe5/OvdW+ofPfptu7u/VXJb3tk8v3EOfvOtkdxoHAAAANAmuRgEAQBiwqLOfDLlM7epeu6l1Qe8vduAjgNsMcQmEDfZVAI4tA/Fh2u91I0BzKKmLxa975FTqnF5nOHIdp9dZyVT4l3yz+1TK7pK5tSGS61iuK7x+kRLLqcplHSnt1n0TlNn1Xp7UxTlrcp+M9QHfeyfcu1upIo0O31W9SbF9ShcHGnud0/ZUG5w6RPk57TOQ0/i0NgVdWBXrPDvvLK+JdirNTqXGKZAgB/qIeDTg9xUAAI4ZhtTqxH3L+Td76ybRQd63ZO3BdxZFhDxHQtczSZh5qSSlf+UzFH3uIu09+iilijmKWiWh9GHAFgDgMJCIFgk5U53DiJiHWjLi9vvh9cnnEvJBrjK1Ttz3JdexXOdSRUJrJbkuOph3hTpdBkunEzQ3shMo17lU2/G151ke08XBMmN2HatCtCPidbaPu5x21EqCa5oqfbK6NykS6B6/clKsI/e3TKiboILxPM0651X0RDnPumu8Y9ERBu0yMymZaKfS/xjZl5Vynae8ALmOOez7PwDg6KKO1SxOIO/xwHcMuw+m5/3ShQa0mbHXWUTj2mldf6xZf7QCANArTPtz/i9XrtE/u3SBtgv+88CdYyN/QP/ji0/RC9ub9I/Pvrlr9YKjy73Do/T7D76LPvfUN2n1IHikD3/m/fT8G+g33/gAPv8AAAD0LRDsAACgXZSgM3DQmeQtLr8duY5R7+eyVBtjIQ9HgKgEOgX2VQCOLfuFnV43AbTC7KRMr2MR7IFp8ZRHrouHk15XCxbl4nSeyJTpdf5kOn59hu/cN1H5ZrUM/zPrPMhMV7w+MJWigxptiFETr08tipvk7Zz7utDgtHF93AbRpriU8QxN9mP5jkmMv999ylqQSXhVk+7E+3gQ2ljwa0rKCwJSHugAhVKu/kIAAHDEiVBJCHH8X8ngWV+jtL18lWjL/syenCThzDUws70hkuvIWc6UtxGDkouLdNcn/wFdfe4CRdcKlCw5RQIAAACHlCCxTsFpdYxfrFNSHaPEOiluyYNwFreC5LNWxDqmuljHMtgt8VyQEMbSGae8CRo8RR4kp7FwxuvJolsmuy4ENV5HPQnOTaLTaGR9eZmg9/JzN8S9FNGaFOOWtxdozm6HLtqtbZBMmBtpfD3O0LLYZrwuqh/l67fcpLygvhT4+hFSHQCg31FHfrpcx/dZuGvk3UaIZpRbo0F1Y7XayWNrlVbqC0NaVFPWqO2i37rLWN5lZHsN9U5qq7e0fUHVqbfDX29LVVB5m3Zyu7ZUtmictw+aWteQZhyqX2/ttXP717dPQjwA4OhTsv92/IfXX6XfuXSB8mb149tOwXX+++uv0F6pRP/t2TdTKtqBcY/gWHE6PUz/5i3voV9+5jG6mfMm2YnkusV76DfPQK4DAADQ30CwAwCAdomawffbJUiq4+faTbNTclGYbQ2iXSkQAAXvs53aX7GfAgBAeHBSmpLrOAludoIOplIUGU1T1JHrFJYRCfekaXqAKLsr0vIOzhElWUZbnSAa3xDtqKhLE+a4jfXgcv3weoVJZCtLpdH6yxUD2psMEADF+jP3kSvg6Vibq0SaeChEPB2W8lQKnkJJd6mAhkK6AwAAANrGcHLnTPvLixUxKMoJdHduk/naqxR5wxnSh7U52lzV71Tl5yPuM9bgMI1/7CO0/O1v0v6f/xXFzQKPLLeXQIYdAACAownLdSzWMbpcV02sY5R01qpQF4SS605N77hinZLqmEAZrEnc941IQY3XmyU2XmfFMg1ThvhYv1Kya5Vqkp2C61nNzVNmL+ck6Y2J/ldJcwq/VMeP/evBy/P2U7IdkTexjqnWl66sSBDrAACHkEM5AvlQNvoQcjT62dD+7S79cT6kP1oBAOg2pv3b/69ee5n+z6UXeyLXKfhv0J8vv0YFuw3/w70PUjqGIeWgPU6lh+n33/xD9J9f+C69kt0Wz0UMg35s7m76r+45T7EeJzMDAAAA9cC3IQAAaAe/9DMWQtLOnWFv2X4BKAwhqJPtBiBM/HJd2Ptqu8IqAACAYDhdLTMtxDQjPeRNrot2JsEuatfDQ9/4IPeANmQq3LlF93VdkjM1OS7ivLdhWObj97TZ3goyU/I2u19zsfjcjHu/lJWDxwqL3mVY1qPTJ8T94taG6Ac9HY9xBTyGBTyWIh2EfEe+y9ks201paXf+hDsl3UG0AwB0idSBFIwAOErwPs3fZ0pOIkDUtCiVPaDNF56nife+3/lslsewSrVr5juJEbHfOz9Pp375l+ilRx+j4uotipkmGXZBhmc0l3qAC90AAAAOCXWueOty3eNLC7S0Nlwh1JX2EvZBt5Tq2pXrlHCmlyPluh2PEHb+5GX3dZbBEsN5+cBxwVgEqyaDqfQ+vk2k8m4fzERfpvydRIVox3U+fuVkhWQnUIKc1l5eh0b7Iep7n7q9qol33M/zLNvt5USKH4t2fnQxLjGbp/yKdz14O3K/KWmwVmIdC3V6wmGtvgQAgL5Hi4RrPJ3LksFeYZs7DZQnD2m7qwy1Uls7qW5lyqlxQbfV6uP+CeeIWyvTqn8/vNrCRe6q7Zfe/LqGtBXq1lv7dRUMGea2AgD0N6b9+/5vr1+hf/HqCyLFrh/44so1yplF+mc/8DZKRzGsHLTH6fQI/cFD76av3LpBN/f36KGxKXr/9FyvmwUAAAA0BL4JAQBAGIQh/ehl+QUgpl/FOr2sTrUbAOyrAABwKHDT6zLTWnrdgJTrHLFOpNeFOCuZkebD2sHyAPP0kJDQWD5zxTluw+Cg+55o2nsorKfrHRaMgxxFKFP1dSsrR+PF9/bEremIe0rKi2ydkPIdyQS8bGyf0svy89ZgQdKR7li2E+l2/kQ7Jdv5RTsAAOgSuaRFyV43AoCQsezvSCVOmiORN0eGVaRknmjz8iWazG0TxYbtZeL280ZL36dMFuliCUo/9Haa+diHafWP/phmCgUyC+El9AAAAADdxBWm7M/LwoE81ufUOkYJWXpqHSNT1CSuXFcjga0VTg4fuPfvn7xB6XSiQq5jIUyhhLBQKJXL5L7Qk+Eevueq2xfp7R3KZNcpszdJqwNe2bCTSKlvkuhmWbLjNsnbSdkvI3b7V5bcbcn4E+7EcyEmAAIAQD8SNNyejwUbk3D4uJFCmzfF0O/UqV7zAbtGK/WFcZ3C0Mrh7aK2j1622l76tjOcY389qb61Bhja3cp2+OttqQqtdZ3crkYrpcsNUH7Y7LqG9ftRt976Fen7kqI/lBsAQNiwXPf/Xn+F/tcrz/WNXMdwS76+uky/aX2ffvvcQzQWT/S6SeCQM50YoM8s3NPrZgAAAABNA8EOAABaQQk5jvQTG9qmh2N74ZU/tkKPFwepuDsiH7MM1G7Sli8FLOw2c3vJLlO0GWl2oFV4P9V+v04mp+n1+Ctt76ti/9QQQxXUfgqxDgAA2kMll7GAJW4nhFyn0uuE2MZyXUQOVgvzAiyLe/LSM6ezDXouNkYdqY4FvKAEPV30a6VN7c4k2sjF+1p1WKnK1D3DKn/fM4YK8k5hWMh4ND0ipLuok8DHImLESfIrjWYptrVBB2Pj4rFIu8tME62uyb5xRDtakK8L4U7hF+94cFw16Q7pdgAAAEBtLP5+EuUvASQyGq0SRfJFOnj+eSq++irFHjgvv0NYnvFjDWManH9nkJEapslf/WVat8vNfvdJ4m8HyKoDAABwmOBkMiXXBYl1jF+uW94eFnLd6p5MbquQydpMrVPMD0hRLpOSSW1n7jqgxclbFWJdoBDWjmOn3muvFst6ql/0unRY9hPS4U2ZZicJFu2CEvmqwcvUExZ1yW55e0HIh4xKpBOMVL5PJdlxH+qCIuQ6AMCRp8UDtl4l2PWC5ppltCZzhUgvJMR+5rD3RbsJdno5YU5QCQDoT/50+TUh1xVMs/7CXYb/Wn1jbZl+63lTJNlBsgPgcMPfLfRJF+qB7yEAACCBYAcAAM3iS4F719gKDc3KWTLvnbrddvEv3Z4Stw+v2P+MSanoenKarh6sEa2PEhWdC5OxBi72qmWTzgBrRwjkNjPc7jDaLMqy2727MkSPD/nkpXbFQHD0KWoX2+395eTMgBh8kCTeT1fovjZ/v/h36gMky+B9lHH30/XRNhoOAADHHCXWOUlmenody3WmSq9Ld+ewUyXZVT6nocl1RxF9vQxe15L8DigEw4Ocp49E4h/Ldpxsp8l2ka0slfgrJ6fbTS2KdDtR3upEuaLx8sC8QPGuQrpz8H+UQ7gDAABwDFCXIy391mAxPnjZiLMAy3AWC3GWRXvXbtCdK6/R1P0PyEkL+P0meaeRbwA+kyTqjUYodfYszX7847T8wmWKbW9TzCw5Awy98+gDAAAA/QSLdTqNpNaVxbphR+yqRElhjQhk1dDfz+e3T03v0NzIgSe17vzJy+7ySgbTk+tYGtTlwVr4l3H7RpP0VB0qyU4JapNDso8kMs1OJvtJ+ZAlwaB0v0b7yL+MKkOVyeW7kt2eTBUUop29vbi/uG3cxsBkugDxzi/WqT5tpB8BAKCfcQ/3NBur8Ynfwj2ia6a0BkLueowl/gujkcJh1LaJuh+0nbzPhdRDWjFB7ajWlmarULtgp7arrKOF0uUGKD/soySoVjkK6wAACIZ/u/9s+TX6py89LVLs+hVu2Tdvr9CvX/gO/fMHHqaxeLLXTQI9QBezasFCVielrGw2S9duLNPB/j6VTJNM8WM5t86PZf+U1H1LTE44kBygoaE0jQwP2z9DND4+RtFo7cmAjgpbW9t06cqrdPXadfv+FuXzBYpEI3afJCkSqX2eJJFI0L1nz9D95+49Nv0FAABBQLADAIBGYQlIl9qcFDglqU2nd+jMRPuzY06nT9FadpjILvMlR1pbSF20XzlPVylf+Qaf8OfKbMXKL7mcBibLolDbfXlDXrx+iaQY+FjQFU5//wFQBSnXXfGIq7yfMs3uq7xv8nv5d4p/n7hM/p3iRLzA/RQAAEBzOHKdP70uIuQ6J72uk0Tj3ou6vvP76nmRXueT69o90duN2buaraPiJLfTP+I19ZzdR1K2k4l2ZG8ja2+vnGyXmRLSXXxuhkrZXSosSumOTp8QLwvx7tyiTLkjTbxb2Sgn3VHAWH8W7tT+ohLuWNKEZAcAAOAII4Q55z5/FvMZHFecIyXT6ZjuZ2jEMolz7PiN0bVNyj/2OFkf+ShZQ3I28yBBrx58MSBiyH/MwRRN/9Sn6cbXvkO73/xbGimUxKA0XibqtBdncQAA/US+hEuaneTQiUi8OziXS1geq5Vat7QmJwN8anPYU4Seyta2XLeXcBPwVHKdLtc98gNPy9eGy4KdkSgLcXr/t7ot/O9jyUzVMRN9maxcRAiJ41NLNDlyyhXtmIE1g15ND1GGZJqdX7ILE+7rq05/39gfdhL/pGhXi8wJ2XeZ5OWK1xqVEgEA4KjBx4a9kHF6Ua86V1693sOattHkzDkV9K+gUQ/9+q+pzU0AACAASURBVIea7iesclUSnJ7YUrHvGEbb3ae2nlWl3mYIesdh3asBAMGwXPfbLz3T13KdzpObt+k3LnyXfvf+t9F0MniyGkCUy+3T1es36PXXl4XYdJDPC9GrE/BnZTQaoXgiQaMjwzQ9PUUn5u6iEft+PBbO8fsNez2+8ehjtHJrteHPs2QiSVNTE7Qwf4LuXlygzMy0kLna5fKVV+kv/+rLtLW903IZ/Lkcj8colUrR3ScX6U3nf4BO3b14JOWx3d0sPfrYt+nCxefFftkqL7z4sr0/36SPfvj9SLQDABxbcDUKAADagCUdBYs/b5zfDFwuFd+mXKG6zON//cyEV1qLbi/QdR7DzDLdvn0AEisGF0RUmRhXjAmx7eRcQlzYZZRc986FCzQztkyz44Wm2ueH1/vSDU4ueYCecBLCRFreHe8Fa0h2oAJdBOX9dGaAknTRI4AytX6/FEH7Ke/ft+7M2fdOuc/x7xRLdiycXi1q+yMnPSJtEYC+YiA+TK2f9gEdR4hRY0Ku86fXGZkpikzLv8mcnkZGpCMXAlmW46Q2Pa1NUTRiFLOKoYt1/Yy+bpYznN9w1t+MxMVJcNEncfmcSjk2JuR3NhYRrUJBCHhMhDJSwlNlrm1Q/MxJIeAVsruueMfSXXFumIqbmzQ6OyFkO/10u0i2YwnzuVekZMc/kOyAj3gUF+cAAEcTLWjApfbwObO8jDOhfnqvQBtf+Rpl/uF/SrF7hmu+uxbuEbiQ7BIUmV+gN37uF+m5p75HKfvzPFrqzIV/AAAAoF2UQJXPJdzn9NQ6Tjm7ePVMoFzHstjVnd7OuP93zz8oJDuVuMfym5WPSAHOkQXDlsTcRDvnCwDXlYhIK3GcltwkOO6zuR/coozTb5xmR2uqFPs4baAo+q+WgFhPUFSvBaXhscSXsasRiXZrwe/n5L/VnTOy7QHJf571dYBwBwA4CgQKN5q8U3vQc7jnwfXS6g22DjoObpf6A7yby9gTMlcIjRTH7pr8p0tWbssCJS99arw2ekyX1ALaUVlvC1VorQtzu+r91HKCndwA5YdVfj8C15+fa3OF1NbT62i1r90+9lznAQAcFf7y5jX6py89Q3nzcI2Ze2JzjX7jwuP0L970TppMIMlOh0W6733/KXriqWdoc/NOz9oRi8VoanKCTi7O09k3nhESWSzWmjy2unab/t2//1PK5XJNvW+XsrS+sUEvX7oiPsfGx0bpjWfuobe99UGanppsqS37+/v0F1/4Eu3s7Lb0fgV/LnOCG/88e+E5uvjc83TP6TfQx3/kwzQ6enQm5n/l1dfoC1/8Cm2EsC9ynz359DP0lgcfoNmZTAitAwCAwwcEOwAAaAR/GtxYeWYMJQGx/MOCTzVqvaa//sZ5cmS1Mlt7m5RJTdLt7KB9SNICTsodp4IplLg0OsQDWQsNt686ss0idcz/XT0gTQ8AgU+4VBKoP12x3u+XomKZoRG6pe2PnGJXFch1APQd+4XWZ6ICIcMSlJ8pn1ynpdfFnOQ6luuEtNWhZokLjYbzPSPi/b4R0/4Vy3aoDf1K+cK0/HyLuFdntT6JD1S+j58bLE+SYDhfS/lEamRmwhXwjOyESL5j2Y63+cDoBBXHNohUsp0j2sk2OGXR6cqGsmin71+Q7Y4thVJzF2sAAOAwoA+TU5+HEefJRr+b8HIp06S915dp/6knaWhhgSgxSJbz4d5k3q17y+8rxYnS73kH3fX+D9DmX36exs28mEHZUvF4GMkFAOgjEtEi1Zh2DrRJPyWA+UUphZLTdLFOJdYRnfSIddlsnlb3yse2KqXOjxK/2kmvE2jvF6IYTUpRzYFT7ETKnjN2SwhuNomEFN6qrXNo1Fi98wtXRT/qzI3siH7MZNftfvS+xkKcvy8b7b9q24HTBWWSHbmJgwxvT04B5G08ObRr9+M6rZMUKlUfClnR3ndFH/Iugj8UAIAjhEFlYaeaPOUu6xOq5C2FfGLccFK/ynX7k+VE4rqhjjrbrM0wPPJUUJ1W05KUo3I5M9qEMR+ff/vot9XwZ7eFjWc/cU5MtFyLuz+Vz0O022KhOIbS+eTZH5uVCw2rxTY4RQYl2FXUW+8XUXuZ+0WsA7kaKADgCPD5m9fov3n++4f2VOuzWxv0uae+Rb//4Lsok6y8tnzcKBSL9NxzL9DX/+5bbSWrhUXRbg+nzfHPd7//FA0ODtK5+95ID77pPJ2Ym6NIpPFPk8e/92TTcp0f/hxjyevx7z1B33/yaXrrW95M73vk3ZRKNbfvXLv+ettyXRCmadGly6/QH/w/f0Q/97M/SZnp6dDr6Cbc3995/Pv0t9/4ptgXwqJQKNLa2m0IdgCAYwsEOwAACAElAY0Otl9Ww2OK20iDY3lJwUJSGO1mWIiqKTABoFDSJe/DjgDK4mqSVoSk6ZfrmEb30609cpPstnb5wN8rrHJ63fXcebp6i3Ox4u2uCQAAHC2qiXSK2fKgKiXWCZHK5uDcokyvSw/ZPzGZXAeOJEKcJP6MHRQXg/hTnb+V8gmGkr0LFadSlGTRLiNPSBurch+hcUe421wl4v1HJdutrJcLv61VBNkOAADAYcWZQZ1ltagRoZIzMzHfjzgjKcwmhlRE7GUH9rL06h//CT3wrh8iumuBDCsqsu4sdxBWvQFuFql0PLm8YX+GR4gmpmjyF36e7ly+QuZzL5BVOqCY5ZUCAQAAgG5RTzRjuU6IajZKrqsm1knRTQphTNsSXZNwW5apLItNDslzKiyH8XqoJDYdff1DEx6rrLaoX5usneU1biPLgNynAn79Jh+zT7r9GVhFnQQ7HSXZ+ZeX28mpY02KdplBrnusQrRTbeN1YPFSpNn5Rj10pC8BAKDreMWmwCUckUcXi6TYE66ao0r0y0SBaW1hHUyKsipFQv99fxtqYWj/yS4Ko5+qC49BAqK8r8TANhPszMqUtsB+aWeziDeW10dPbWu9SLnvRCKRspTYSkFG5bavl1znSblrdU1q+XKBUp9VXZfTO9QgZ980cE4GgCPCX9y8Sv/kxacO/e/0pd0t+rVnHqN/+aZ30txASIMMDxn8t/3a9Rv01a89StdvvN5WOmwn2dvboyeefIaeefY5Wpifo3e982F6w6mTFI3WD0e4cyfca/OlUom++/0naXllhX7qJ36URkeG67/Jgb8jtJvCW4tNe13/4599gX7xs59uWv7rF7h/WfT8++98V4iDYcL9Pzw8FGqZAABwmIBgBwAAHWA8lmjpfXwRcKWRY5Wi/ec71tqsEyJhToOlpVbbu1nMt/Q+cAxhiU4lxOmJhppcp1ACqBLrmNlRmUxXa1/l35/VbPmiOct1t+7M0eWNU7SWHRbypyvXHazZSzR+4A4AAMcCXa7TpTrGEetYqmN0sY4lKk6uE3Ld3AwZ0xNucp0gGg9nJlLQEmH1vSiHt6XzWF7yl5IdDQ5SND1AlJYnWTnRrrBo32452cunT1Bxa4OSunDH6Xb2fuSR7XRUsh0kOwAAAIeQWDRGhVJR3EZiUcofmBSTU/h7BiQ2esnTIvv9VKT9Zy7SzqN/T8M//mP2QfCgSKg1m/qoLzm18vF5TLYknqThhx+m2Y9+mG5euURD+wetnnICAAAA2sIVohq4es1y3cXrJ1yxTqWe+aW6XqFS7DK07kpsMmlPwpKdgD9zO9lUvXzt8z2RygvpLJO8LB6PJ2JuMmClaDfmkew4ae7qnnOeXpPkVDJdI6JdtWXUdruxL7fnvF3f6l6OTk1XpgLooiJLdioNMGh9AQDgsBMosdW5L9ShMEwob4mBCW3BA5/brziw1KAEP6t+YpxeZrX1aJ3KMur1kxX8tuYJOP9ff9s0h+X8Z1D40pfevpby2qzmB957lm/z8on+K1ZtnypfU6nfTm8ZLet/AIA+4Uu3bgi5Lm92OLG8S7y8s0W/9vTf0796y7to5phNtHtwcEBff/Qx+v4TT4eaEtZJuJ1Lr12j165epzP3nKYPfeARykzXDk3IZKboyiuvht6W69dfpz/7iy/QZ3/upxsS/RiWA4eH0rTdgRQ7Baf+/flffpE+9eOfoHj8cE3Qz3LdX3/16yK1sBMS4snFeXsbnAi9XAAAOCxAsAMAgBCZcSa0sKLyYCpotlX/TJliGf5r7Bw/sEjEqXLMWvaBykr4ImVIM60qgSkxnG/6YqO8+Boho2RSvtiaoAeOCUqi0yU7HUeuiw1te9Lr+HehLNQlhEBnRAKkTu33JyMGCZoVY/GVXPfYnVmiO5xcNxzcFgAAAIGJdbpYR7MTlJ0bptjYuJDqmPjcDFF6gIzBQZFeR3wCMipPQlpGJOS5ckGvENvS2a5im/J2Thbk44lhMg5y8n52ovyevT1xG8/OUCG7K6Q7Trgr2vtQetn+DjC5T8b6gBT29EQ73g8h2QEAapA6MOhoXJYGR4fydOP5YpEOolEaPn2aJhYW6JW/+wal7Jdlel2p6e9GJTGDuUnx26t06ytfoaF3vpPoxCJZsaCL0bVmvlfPR1wxz+CZYIdGaeZTn6Klv/oLil26RLFSSaTYAQAAAN3EvXbinAJmaUrBk/2t33moemqdT6wTspd2LaWb6XXcBpbQlGSX3q6UwwQs3uXJk2QnkthCgvtT70NGnzRxPFY5TMAV/yoYE+uRya7T6p593D4RnsSoxDwP6jnVj2syEVDIfg4Xr54RMqASGMd3KvuxXiIiAAD0O+5Rpi+1rbFBtIZ0r0I6OW/od+pUH35+nq/8oFSypkrQE+zax58YV02I1LddWVZrcyMZmqAW0A5/vS1VobWwk9u1JX1PNK6V3w+HLqQPNZMo6Z8wEdfWADi8fPnWDfqt575HxT5NOWuVV7Lb9JknHqU/fOg9xybJjlPrPv+FL9Pa7fVeN6Ul+HPo0uUr9NrVa/S+R95ND7/9IZFOFsQ7H34bvfTSJdrYvBN6O1j2+94TT9MPvuOtDS2fTCbpJ3/8E6Lv1zc267+hRV56+TL9f3/xV/Tjn/wYJRKHY/xrsViiL3zxK/TMhefqfu8ZGhqiwcEUmaUSFYrFusvzpJH3nL7b3lfe07AMCQAARxEIdgAAEBIqYcuKRmrOtGoUfRf0NDmIHEEvVxjpSBt1WGBihMAUbT6JTq2HRRFKUF7IepwUBkAFLLJVk+scWK57OLbnSa+Twqq9b6pJYmp9a3HGR3CC3crWSEV6nUquE3JdUJIeAAAcd1hiakKsGxidIHM0TQYnlmliHSfXCekqPuAWFdYFwMCL5lbvB0qxdFaPo5LgJ9bDcD4/I/LW0LY1DcoZ5o1x57FZIqNUIKtQEPIdi3cs3EVW02IfOhjboOKdYUrHdzzjMkRvrWgXKVS6IkQ7AIBGLmlRsteNAEDDdEacRUzLPuw0aHN6itK/+EsUPXk3bX7/SYrvZilm8ezjJTK9n3p14aWilkHJ3AGtf+2rNPHOt9H4L/2a/eEZsb+LGFpJPG2/6Qwu839H4efKB9buFAh8E4+RcfY+Ov/r/xld+u9+k3Lrd2gkniBrv1DRwk7MhgoAAOB4w9dTlFznkeqcRLX1bTmJS1W5bk+ew6gQvroo13EdQaKYXw7jdi9O3hHrIVPi1mmdJlyxbZxal+10mSyfk4PCVB8yqh/dx1RdqAt6ntvN7VdpdplU7cRA7o9m0uw8/ec855cVZd3y/BXvB7X6Ue8/vW/8k2ACAEA/454zrXLoWE0mcs9Hh5peV77jl7fcl3xiWRi4cpcmj/nrNUS6e+PH16Kc8Pw61yhsVO5S29U9jm9HSbSae1+oR/Rt9qHh67OW2haQ0qhLjoFyo/b70fL+6tQZtH+2KzQGVAMAOGT8zerr9N+/+OSRk+sUN3JZ+tWn/55+780/RPOpoyvZmaZJTz71LP3N175BBweNjatMJOIUjcaCAmZDgz9jTA5DKBSa+rzJ5/Mi8ez2+jp95IPvC5TJRoaH6Rc+87P0+PeeoOWbt8hsYCwGt2V7Z4f29nJ10/04AfChBx9oWGS7++Qi/ernPivawu1nMbD8Y1A0EhUTCEZ5rK7d6eo10yxR1m7P7s6uvb4bdPXadbp27QaVqqRJvvjSJfq8/b4f++THKBYwGVE/wf3wxS9/lZ5+9mLN5VKpAXrfe99D9993r9gvTWe/qbfPROy+HEji6isAAPT3pwEAABwiWOqZGXAkO9OR7Bq5/qmW4WuH+51qXR3UNc4mrtf6L0JeujFeZUkAKFhq48SbsR1619iKSK5juU6l17noCey8f/q+uVh5OQsvz7zLv4MM74uXN94i7rNcx+l1zNWDNbsdo5Vti3Vv9mIAAOgpKd/fwHpCHd/OOoOvMtPiJjaWEql1LNdFg+Q6Jqr/8W4PcTHSOXHrnocuFbzLFLyPu4UR15LcgtD7wSqLeEdFtmsG7is5RIAT7gbFvsOfvupj/WBsnJL2Pmas2vvbygaRvf9ZC6sy0U6x4gyiu63NmAfhDgAAQJ/An3NqMJ9hWGRGDBo6d45mP/Jh8WIpk6Hi7pIY92Y6A9CamSeAk+/4m0SkZNHA2iat/Lv/QBM/+TNkjE3adUU9A65YuDPqJth5G2/ax9uRRJxSjzxCA299Bx08+k0q7u8TpqUBAADQaaoljOlyXXWxTk7ywvJVtTS1bibX6XWp9uhy2OorRJlBeWzrFe12xbIsh/F6q0Q7Pu/NkpjqI/81mXrpbNUERQXXy8+JFDiqlOrUY36dJbbye2WanZQGJ8X68Xrq20DJco1KdkygaEfBkt3y9gLNjew46zUa3I+0RIlU5SDIav0JAAD9ijx+tOy/X17BzH9fxxWWAuSjMKjVBnFOP8Rq3VUIqKd8v/L1uqWKCXDCap9VscJB20YXycKpvXqdjewnDZdLZQXQ8jzbHrJZYW0FVWbj9612toLmsPr3z+D+bqwmTGoEwOHn0dsr9I9feIKydUSjw86r2W36tacfo//7Le+muYFUr5sTOizXfeVvvk7fe+Ipcb8eAwMDIhnugfvPUWowRRFpkYeaRKo+N0v298J8/oBu396g165dp1eXXqObN2819BnCyzzx5DNUyBfpRz/x0cCEsrGxUfrIh97fVNtYrFtbW6crS0t04eILdOvWauByLPfdXFmlk4vzDZedSqXo9Bvubqo9fni9v/mtb9PXH32s6ne0i8+/SJFIlD758Y9SLNafV0YKhQJ9/q++Qhefe6HmclOTE/Spn/gk3TU706WWAQDA0QOCHQAAdAhXsquGGgvOY6/5uLqX383bPK7PFw9HRDboInpiXY2kuCC5jtPrUvFtmQZJvt8hn2QXLNedcsU6Tq5j3PQ6HYh1AIDjhC7XKbHOkeoYFutYqhMneTWp7mBKnhBXUh3/ZefUumhappbpcp0SzsJCl+tKFn+0yC9PfqGOk9HqlpVt/yIGr6cHu15XKvQvy32hiYClSNz+qmc2lHZ3lOD1NaKyL7yS3YTch+x9KWLvV0xpNEtFe39LOjKnkO3GN8jalCfgKy5A6KIdAAAA0HMMMWs8f16Zhkl3kgk6/3M/S9HTp8jaz9FdDz1Ihas37O83++4s+c1eXI/Yn6R8lDxcKNH6hRdo5U/+lGY/+58Q2d/HKCK/Y1jiKNqQ39maaDqfk+IBm9HFecp8+rP06ouXqLj0GgQ7AAAAHcV//USl19WT65bWhmsmpzHdFOtqUW6fbO9qbp5W93KuaOfHL9m1hNYl1dL/GBb85sblxDUiAW5bJsBx3Sz28fYYn1oS598nR87K14fK55KIT8k7aXYVkh1Lcpow18z2CFpW70fuw4zdh7wf8P6gRDudasl8om+O9jhXAMARwxWbfJO21UvIMtwJYCi0mDY3O10bLF41Pc8ov6OtOhtNSGsiSc0glWLWpJNXveqKFL8ggtL9rHIJbbSgXF/ddrSaOOdIAk4RocJtFuJCy21zetARJg0tSU6Vr/d9ZaJdizuBL8FO1V2tLqoxFZJWnO93O1wxAwDQeb61vkL/5XPfO/JynWJpb4c+99Q36fce/CE6mRqq/4ZDAstiX/ji39AzFy7Wldbi8Tg9cP4cve+H303Dw13sg/QgTYyP0xvPnBafo5wg99JLl+nC8y/QzeWVqkltigvPPU+pVJI++uEPhDI5MKe+3XXXjPh55zveRl/6678VaXVBvHbtWlOCXRjwOr77XT9Ia+sbdOHi81WXe/bic+Irz8c/9mGxbfuJg4MD+o9//gV6+dKVmsstzJ+gn/7JH6WRkeEutQwAAI4mEOwAAKARWMSpIQnNjC0TX9hj0SweLR8oqxkwxYXieuEqfM2wShWjg+O0utdck71lNzGYO6CdLDpVXfyggY+SOv0HjghKqovWmb3HJ7Ypue5jDzwlHrNcNzroHWDhEVaVZOfsUkqu29rNieQ6Xa5jsU4k17Fcx21T+yHkOgAOBQPx4Z6Fux5JfIl1t+6boMyu5RXrHKlOF+pUUl2MB2+TJpoNjUjZLR6X73cS24RUFUJzxclcPmddKog/+bpYZzhym7itIs8J8c95zdoL+CKV3RfrVZWK1wcryg+S+7hdnrba/SPkQLt/hDBoHMPvRM6+UTJi8uM7SRTh/Wh6hIysHOzH2yhOJ6mwepsiW2XZTqXa8a5QeP0iJWbnnTQ7cNSIR4/eDJcAgOOD+O5jWRSxP/P27WPioXf9ICXe/8N8ZZmMsQkaf+SH6frffJWSWzmKOBfleRbbSIPjuPhouGRXEuNJBwyLBrM7dOv/+gOauPd+ivzQD5KViNrPR8V3p2iTX8S4bD59xWkI0WiCpj7yIcp981u09W/+kOKFPEU7MKs+AAC0Qr6ES5qdpBdpXqpOvsaQiOVdsY7xy3WrL43T5WJCpNapxDpP0pkmdPWDXOdPYbu6l3DbJ9GS2NbH6OF7rpZf0SQ7f4qdjr7NjJLpmQiR36/3IaNLin54mfMLV6WQN0Ii/Y3hujNJPjf/sv3obMCayjS71WspyqT4HIkjPpJXrGtWstMRfen051W3HOf4cU3eDKzZX4Du9b1RWw/ev8R1rspAOwAAAE3Q6OEmH/YaHT6W9EtMjdamlut0UJi/fW79QsCS6lSn5KmqMkCL6xysAMrrN1arYlyItKLJuX1k9br1Er0VvO8YIaceAQA6z9W9LP3J60t0Oj1MRftvzF6pSFuFPO0Vi7Rv9v4YNUx4JEAqFqVkJEq5Uon+55efpd8+9xBNJ2pcdz8ksKz21a/9HT397IWay/Hf6fkTc/ThD75XCE1hSGqtEolEaGx0lB5+x1vprW99kG7cWKZvP/49unzlVSqVgvc9/hzkdL55u+2cuhcmnIr39re+hZ56+kJg/bdurYVaX6NwP338Rz5ExUKBXnjpUtXlnr34vLhW8ol/8FGKRvpj8uRcbp/+/PNfrCvXsbj4M5/6cUqnB2suBwAAoD64GgUAAI1QRw67dWeORoc2xX11wdNDLbmOX1MpdlXY2uOyJ6svUI96wpPelgD44izjF+0akusYyHXHg1oiZ9HZVwYO3P0xNv+6SK9TyXVKrGPGYzwYoHy1mwcQeAZ5OC/x7Ll2oU5ynVeue+zOrP3LyQfrE6GtIgCgu+wXKmegBm3ipNZxYp2S6/xiXXxuxhXqhEw3NGJ/Vwk+IW4EPN/u6WN3Vk+W0Ure1DoltAlxLrsjL5wGyXPieedOtoamWes13+uWT7jj8o3B2tKdLts1PPigyZS7Xp6wr4ecrbj8PTDGqxZzBvINOrdjjmTgbO/I9AiZa9sUWU2XU+1I9l+czhNd3yynL962f3Jb3Vod0GEKpfpplAAA0L9YFLM/ww/MAhWGx2j2ox8jY2aGzFhcjNUavu8sDS7MUmlng3heJqvJz29LBuSRKRJ+Lfso2CJz6TXa/NJXaeZND5I5kab/n733gJPkuu87f9VxZnpy3jA7O5sXwCIQJLEIBEESBAkQGQRAQgRFyj6JZ1n2JZ/lk+3z+U7BkiyLskxa4okiJGaQFChmAARJAEQg8gZgI3ZnZ8Pk3JM6lOv/ql716+qqjtWT9v/dz2z3dHVVvXpV09VV733fj8ZqFyOdW/MUP3q/HL/GOm83NWDjwx/H2cd/jJqBswh6NMIzDMMsNxHjA/TiGAN+Zci5/1pl1LYFIdYtZaQ6wplaF08uYXiuzU6uy2EVyXWEKpYJHOUyt6MNnRjDeTTghRO9IlGOtptS4ihRTghilmQnFuFsd0Ju6h/hlBMJVayj5DdK0KP1ymm0bqDXWPesuQyYaXZIHhX36uW61WQ4Ke4R91w2I5bfGR8T+0kIcEqiXcX7xTE/LZcS80Q9Ut+8DmBhTLe3JVOPrUhoh9HdkJ0K6FaXDMMwqxGvbLNCaSq2dFZBQFfOMsWPLhaab5FCIPNptVR+r+Vk1UEJK9OVGvXj3rruKItMIHNLUMtKmPNLQSwiPa9Q4mFBrO1R7zn4RSbxLf9x5b0A69GKJHQTGtXHHLQKrENky31e65JJeUVLoNZ2lFkjDMOsEFtq6/AX+/aL53QPN209UsrbkZkpPDF8Di9MjGA+tXavRTbXxvDe9g24oa0Lu+sbhVCXsj6r/Bl+d+V56ZXX8OJLr+Z9TyQSxo3XX4vrrn23SG5bTYSCQWzt7UGv8XPixNv40U+exOiYe8J7Oq3jJ088JUTB1pZm1/eUS0d7GyLhsBAwnUxOrlzbfjQaxT13347kt7+LY8dPur6HzsGvvX7QqMsQbvvwzUIYXEnmFxbw6Lcfw4m3T+d937a+Xjxw392oq+MBbRmGYfxgdZ3hGYZhGH9J+vsx7yXaMUwWqminypWWXNfbVYOe2oPiJUqvIygFUpXr3Bq4qZPH0rw5Ci+JdTK5zpTr+rLkukXsMK7KXW7gcHIdwzAXC7VmByo7ta67TUh1hDOxjlBT64KxGiGOiQQ4Somz0sck+RppK4JG7yOhTqa/Wel0QqCLLyAVn7XfSglnhUhOud8srhSqJ4mzJqj+VET6n/O9VNVPFgAAIABJREFUHql5TlnPfj2W/X2O9kkW4bCdECemU4LgKpbuvBDltraD6iLY2S4CnmnrFy9BJs2uZRz6xDBgHM8ayXZqmt3oZOY5i3cMwzDMMpNCGnPG+Sy6Zw+ab7gJeihqnNvo+lhDdNcOBK/dj7kTJxFNzov+W8Wm16noxoy0RJLPF+NTOPOtb6D+unej7o4PG98JAkYJqPOGhlKafLO+NdD3vLSO4L5L0PfwQxj87OcQnplByHhNL7fTGcMwDMN4IKUwkZoGZElhJEqJ10iui2fLdb5JW8uAWxmz5DBFsiMyspuFJdkRapodyZBOuS6voCjq0FyHXC/odkvcHMlOJull5DTzHkxb425MkGSHiCgHrUuV7Oh9G1umbJGPykvJfLR8Ws9mRbIrN8WO5pGiojq/U7KjbYnFMil+VCYp2oX1Mc+6lKxEiiPDMMz6ZvXfo65IOrNwbqWX4JU7zS/zsfByKt3OdX03YJUk2BFOWZNhmLWD8283oGniHi7Jv7vrm8TPHd09OL8wj789cww/GTqLicTaidfeFmvAP+3djfd3bEBDKLvfgCrWZaTptcmFwSE8/uTPRYqdF+1trbjnro+I1LrVDO2FnTu2YcOGX8Nj3/0hjp1wl8lmZmbx5E9/jvvvu8vXfUdpcbH6mJDDnNBrK3msRCMRsb2P5pHsiJdffV1U5K0fulmIiytBPD6Hr3/rH9DfP5D3fbt37cC9d9+O2pq1nyLJMAyzWmDBjmEYhikZKdpFQktYSkYKvFtBlZsoxSxf4tly4JbsV+0yrYbtdlJswmExeG1bKJkl11FyHcl1Mr2uqZ4a9RPojNH8VsO2x7eUYuQ6s5PAgimZhixZz02uW4ljgGEYZjnwEOuEVEcoiXVEoCkGLVafK9eFw25LrxqU9qZZYl16bg6p4VEh05EsFx0tIt1qeMR+Wr3bnGfMB0tOVFHXSfXrdYZVJT1JypLzVCmP0GmTFClPqzPPa1K8oyYb+/ZzMGwm/2lrNz1YHHegfW1KdjDqg45PO81OinYEyXY9w6Zop0KiHUmmLNkxDMMwy0gQAaTrGxG47loEt/QaL9D9EhqT3jg3t7Sg60O34s3v/hCNCwmEjdfSqeI7TUkZTzpu9BA2/q89fxrDX/pr9F1/DdDRRj0ajPXRNwNT7CsZatSmRPlYE1rvuhcjTz+PuedeQH1iyVoujbhPay/+PgJ3DmMYhmHy4UxbyxbCTFnMKdatBzLbUmts32Z0zs3nCGI2ihimRcxzcGLGXa5zq8dDY5056z670GDJaZvFa3L9QHOO5EeSHWCuX5ajpf2U8XqfWC+l7ZlpcVK0a66KZOeGWz1SQh9t+8bGmdwZHJJdpHbtdGplGIaRFJ9GppnhZn73XS4ini7rnvUyUdr6NPMa16dCymXZKW+OTuPONDt7Hp+R61TL4VxvxevwZSnVW7af2+rvegtvnQZ/UhUZhlleiv3MIeluc20d/u3uK/Hgpj78+cnDeHp0cFVLzOFAAP/r9stw14YtaA4X1zdwrUp2iURCpL0l5EDALmzp2YwH7rsLjY0Ny1iyyqiPxXD/fXfiy1/7FvrPuEtabx09jrdP9WP7tq2+rjvi0c9ET6eFxLiSyXAk2d139+341nf+EcdPnnJ9Dx3LL7/yupAFb73lA+JxOZmdncU3v/Vdz/0m2bVzBz56z52IRkvov8swDMMUZP20RDAMw6wjasPTxv8t/iwssQo7WEupaaVks3xCmZzmd7nUdVZrHeXgp1ynknQ/7tzkul2bJ9DdNI2udnqHm/CWeSrlOhLrCKdcNzC/D/1DNAKO8bPocrFezPaupv3DMAxTDjK9zpLrbLHOQ6ojeStkpadJsU40gFvJaCJZDIUbCNTG2rJIZeQ6fWRcJNaRXBc8eQ5BEucGi0+kEwlnVUYrUJ5od65ElyFX0iN5jAi4yHdpRb7T4wtin+lzZtIbyWhyz4iaDy6vFFkpaqO/+D0cNrcnatQFHY+UZkeCYWc7wvEuJMRxsUkcF3Ck2oklUaIdCaZqmh3DMOuS2kWtBMWHYaqPpqWhNTWg+8b3AvXmoDDQU9RiTD0o0LD/nYhddhkWn34WocQiShkDXpzj9OxXNOPc2ZRMYuLFFzH2+E/Qdu89xnc547yJCntQ0rk5GEJkxw503H8vzh87gtrBYQR1WmdAJNnxXx/DMAzjF25SGAlSqlQn0stkO4clWq2F9Lp8yES2fls4y6TKETJJjuQ1gkQ6EsP0pcw960JynaxHuw4Jpb2ofy7T+epsXQibjfcOz82jryNbTEtoh9HSlvldJL9F0miZOWUm1rlAiXiUzCclO8LPfZZytHvJbRHbUZO0E+2oHPuV91H6nqw3UZ+cWscwzCqn0k734parTz33S7/KXF5lYEUFhTIuwTMSoo6KlMRlkBiq4Wn6hmmlVTb/spD/CJXFyJEzq1gihmEqpxyhl/7Cd9U34U8ufTe+eOYY/vupI/4XzAd66mL4/b1X4+rm9pLnXYuS3YFDb+J0npSwrVu34GP334O62tplLJU/RKNRIZP9zZe+gqnp6ZzpqVQKv3j6l+gzttFPiSwYdF8WHR+rYVC+WmNf3n/f3fj6o98RgqEbVM4Xf/UKgoEgPviBmzy3yW+mZ2bxtW98G+fOX8j7vssu2YO777wNkQjLdQzDMH7Dgh3DMMwqZD7h0SrJLA/VEKtomdWS2dYKzWbDvFOus6FwHjUdvkB7u1Oue/b0TmCRZgqbyXUMwzAXM1Ku27snS6wTUl1nuxCzxNmutQFaTV32vJp5HhRNulruOKoiIc0FXav8/CnkOkquU+Q6SqXT3zqSm1KWB1u0qhZG/SJPeURqYAHJT4iPUtLrbkWU3k7C3eg58dJiu3KDfmpc7D/dqBMh2xn1I2Q7MdGS7KJr74a+imho0YLmcRSKmi8ax6bWROnJ5miBlHAYGp8Rx0jCqAdxjMj56T/aJ7Rv5L7nFDuGWdfMR3VEV7oQDGNB5+Ql4/+GXTvRsP86GgIV4qJWnKAoWd04v7U2YdsnP4HXDxxGenQEMZFuV1lDctCYvX5mFhceeQSNl+xB+KqrgIBPAy3Vx9D9wP2Y/cXPEP/eD9CwkBJanSbKzTAMwzDFowXSQmSixDAJSU4khrklrkmyEusUOWutynVSCqPy048QwQw6a+fNx7oxkWC3v29ApMG11c8KIUwixDAlcE2KdcTBgU3iUZXrXCmi7oSYhsz8G2dvQ1g3O5uJ8iyZcpoU1ezXFfZbZYlNz6AzPobOuTZfkwip/rIkO8d2metqE5IflUNysH+nLS2KNDsrmY+kQYZhmPVIVRLsil/7Ol5b5evl6+qLjfx73B5EcY0JKQxzsTK6uIDRpYXsAVCznumIBoLYVFMnUuDciIVC+O1te9EWieJPjh/EUnr19CfbGWvEX1xxLbbUxjzfI/RwXcdiOoW5VEo8JoxtSBlT0jr9GJdc4TA2OPshrELmFxbwzLMveE5va2vF/ffeuSblOklzcxM+9MH34Vv/8D2RHuekf+AsTp2mFLs+l7nLQ/PoOyKPndVATU0UD370bnz9W4/hlIdkRzz/4kvie/XN76++ZDc5OYWvfuPbGBzK39fkyiv24fZbb0EksrYGX2YYhlkrcO9zhmGYtYZbA6hTCKP0MEUwisXpIi/74oTkpCy5aTnwSDVbdgoJdKulnMuB3zKhs+5Cqbxi4dTsPJrqzZsQQ2fzL5qS6whKr3NLrhN2nptYR6+FrAZyTqVjGOYiQghcnR1Ibd8kLvxIzApacp2YTulgxqO+MJeZZ3HeTKuLm5+bbrc203Nz2cuI1gpJzxbvtPLOoyRPEanh0Sy5jiQ0IddVU5grlXxl6W4rSgbMqltKX5PCnZV8F1XumcY3NiA6ana4cybd0XLEvpXCHaW9Wcj9ZP8ey5wnpZAnkwrFa9aN7pVsxM1aNwl3NMqhVT4xRWxDnTiWxbdi4/jOHHG7M0l2UrQbVRbOsh3DMAxTJdLG+Ws2oGHrZZdCb4gZJ2opoQWsHo0kkEcQufE6NF93Lea+9z3UaqYgV9F6jbUEFhNIHziI8Z88js5L9kCvqbVGl7euf8s9rZOo19iCngc/hjdffAmpgQvm9z3jR0eFycUMwzDMRQGJdW5IuY7kMCnXHb8QxfCcKXXJ1DU31ppc50xak6hynRTrNjYuYkvbkC3XSRHMKbOpiXWEU1CkeixXZpNiGjK3inBm7jxOTkaxvbnbKFebWS6XMSKlZEfTzfdN4YVzceNa/BLgQibNjrZdpupVsj/lvM46pmXTOuxtMdZNSXYbjTqSyYBOeZHkTynZyeOW0+0YhlkNuF1xFd8hWfc1wU7PeeKNZq7dnxUXSWlr083y+VBEOmuo+0Q+d9tPWe/LXFmjIt3OZd35npe1CmQy9qq5V8tattlLP/NrqdvqUwf/wustvB434YDvujDM6uP03Cx++43ncJoGi6WxQ2ENVuv4g40EAthSW48b2rpxe/dmbI81wDmsbcD4/WObtiGkBfD/Hn1diGkrzZ76ZnzuymvR5TGwazyZxFOjF/DM2KBxrTiLWeP32VQCi+m0JdYZP5Zk1xKJ4o8ufReuaelY5q0ojYOH3sTE5KTrtFAohDtv+xAa6uuXuVT+s3fPLmzfthXHT7ydM43OP8//6mX09W01jmt/zj6ebQe6b6dfXxBJdvfeiW8++hhOn3FPMRT188JLCAaD+MD7bqxau8j4xCS+/s3v5JXraNVX7LsMd37kQ+L4ZBiGYaoDf8IyDMOsdVRhSMpNUjJyabwlGQntozmvl4Jujcahjjibt3yq9ESik5fAFqqgcVxKXF4CVSnS3HKnnzm3m7bFTxHMubzlEAil1Cb3S/MMQvXTqO+eFb9Sel1X83n77VNzQJPiAEwpDfhqoqObXLeIHebEaomT1d4/DMMwVYRS0AKWfBWM1QjhSpWsSKgjpFBH8hziZpwopchJSHhTSUmha64GAbonrkpaJESVeVORksloXcmpcQQtuc4Wpkph1P0muG+0N3tPc8p33W2ub8uR8Izf3ZLvSLyLDWY6fUUtAQ84Yz50dtiCmUy9CznkO0LsL6NKpYCn1SVtyVLUr7H/KpUkqwWJf6JsRhmF0Ak6bk3JDsZ20ZmaxMOoURfasLHtLS7HDR0TnGjHMAzDVAkS7ObqGxC59lpogcwZKA1TrgvQGVcLI9TZiU0fux+nX30VqYEzCOqVSAKUJWecI9MaIpMzOPO1R9F6y80IX74XiBjnf92HdOFgAJEbbkD3HR/B5N8+glrje2JgmTtJMgzDMOsAug1hJa9liWKz9bZcd2hss/26lK8ka02qI7zEOtFmY22PTK4z5boZIX+pch0JYCTXqahyXT6xjlDlumLqMPN+axkjZppdLHYNYJSvVs/ca1HltKwyNh81vgDtRkI7bGzDpcYLvUY5ab7mLMlOradK96/b/NnbYgqDZjpi5n4O1aVIsbPKr0p2DMMwqwW3qy+6916cRORvx9/1JfpYOoQPGyX0OKs9RLaNONtI5P7K3ndSs1D1tXIKoOQmuZQjd71lrEIpXTWPA6d4UuRMOXVQ0rb6KBH4VsfqsVNZsRiG8ZlzC3H81mvPYmDebDdPiT9S6y/V8QdLaW5vzUyKn68MnMDdG3rxz7dfgqZQdtoUyUz3b+oTkt2/P/LqiiZ77W1oxueuuBadLnJdyijXN86dwt/2H8N5ZfDefAwtzONfHHgBf77vGlzb2ul3cX2BRMDnX3zZs96vumIf+vp6l7lU1YHksPff9B6cfPu0a4odJbgNDY1gQ7c/+8qrv4iuDDOwWqiPxfCxB+/FV772KAbOnnd9Dx0rTz/7PAKBAG668Xrx6CdjY+P48te+hbHx8bzve9fVV+HWD90s9ifDMAxTPViwYxiGKQYSbPLIOaYo5B0FTh2StJR3iheNhOk1mivRVNeCYfX6NORo5CPhZ9G6CHeRw+jSvt1z6YXXb7/PI+Y6ElrKP6OQ6kLZ5XNug5gWrEyyI4qRn5x1JMunltONSqc71y3rQG63mvTml8Qll1nM8goc5wWnE27b3zxjTpolUS53lBVKsUO9MW1uOkums6dhHkOTG8Xf2fHxd+Qk1/UPkQhC6XV5Ys/VFLtSt089LkupT4ZhKqYm3ICFlS7EGoVErem+RtQ3tSKwdYt4TYp1QlBanDcTzMbNz2jdEutIqpMyXfjkOSFsyeQ0Ffq0TLxjl3jUKSUtmrAlrYowykByXfTNM9ATxverielMep1TmiNRioQpL6o5ncpSzPw9vd5pd7QMh6in0XstIW8pcBaR9GYh3kmG9rai8y2HgKfIdwvGPm+ap/18Roh3hJp4J2Q7Yx/baXeoE7KabL5PaiGEArkdAFYS2TBtp+uFw2bZo8Y2kSBopfSRSJowDvX0GUu0O+DSLWGgf5lLz5RCOOh9PcUwDLOaMDs9abCyTcT/KeN8Fe3ZhsCOy8zkN51eC4CuQgPWuzQtiECkDk3X3YD62+/E7N98Hi0LZlNygMb11cyR70tJtRNZcpqOSDKFyImTGP7CF7HpD/4d0Bo1O4mJZQXtkpZydtet7Qq2d6D5wQcw/PzzCB94E4FEAmlatPETSptLT6+Orw0Mw6xzllLcpFlNqp3WRe0jUq5T0+tIDiMxrH8mmnmzlNPWoFjniSLWUbpadnLdDPbvMK9X9/WYj065TshgQI5c55b8l5qLmDNZ6ytGYFOFwH5r/rN1IWw2ltk5N48Xz3TinstOmmWrnxXlUSW7SMOS+FLQJUbAOYrOhgCGZ8aN7aGpvUIcPD99GTphSnbUntavrNMP0c51W6znVN/Dc20YPpl5H6Xs0TbQcdlVdxRLyYgv62cYhvGTSi61bO/Ip+s1r0tVVeqSv5vXn9W5UFQFNrszfMmunNmx27cyWhfcpUhWmTQ4/xLs1iL2/hS/lbEtZaY02vuq3Ooreb78+1j2Elkt7TIMw+RCUt0/e/05W64rhblUEl89exKvTY3h9y+5Grvrs9uX6S//3o29Ignuz04cEnLecrOvsQX/9fJr0RGtyZk2b5T/94+9gX+8cEaIdqUwk1jC/3bwRfzBpe/E+9o3+FVc3yCpjMQmN2J1dbjhumuWuUTVZdPGDdixvQ/Hjp/MmZZIJPH6gYPY0P0BX9blmYTnSJ9dLdTV1uLjD9yLr33zHzBw9pzn+0iyo01773v8k+yGh0eM9X4HY+MTnu+h7wjXXvNO3Pz+m1iuYxiGWQa4NYphGKYYCkhFJP801ef5kptHrhPTC8htU3O07DbEY/NA3KXjqZtcpzQixvIuvfD6C5G34ZHqbl5pHJeNpG6iWbkEC5Rf3X9u6X7yudeoss73+TGd6sEpfZGwVWhb/MQpw5UiB5YIpddJOmIzOdNJpJsCHcfZEgf9bRGUWudMrnv29E6jzpZMsY7K5qzfUsvvJl4yDLOiLCRyPy+Y4mlq2IAEJc11WYlnlvxmN9wqcl1qeFSIdXQLUAhullRHoptg0HFjubsV4VeNj+Htm0QimtZqduZCKgGN1lNGAhpJf0klNQ8nHHKdW/JYoTSylZ5eSOgasOZXRT1LJDS/XVk3ty0Rr0uV9WQyniLgNU60mG35LZ32PrMT7zrnc2Q7Eu2AVluyMwdNrFCSrAJZI7aGouYxRtSQ3DknRDst3iqOZdqm1Pkh0dnfluxkHXGC3aomkcqVeRmGYVYj5jj3Upszf1IBDbEt2xBq6YboXZ7WRZKdlOZ0aw6NguxaO9DzyU/h0Pe/g8TZIWipFEIgGS8l3i+6+BXRvkydAcmFoMeg8dOWTGL4p79A3QsfRsstt5gJw/Y7TSGwlG9odPYV4r3xrPbSfei4+y6MHD+FUIq0vpQlDZrbpCvzMAzDVItIMAm+W1c9qI2gapJd0hy8j4QxkpmkmEWi2H7xrMd+q1cCm58C1nKglpWEOkm2WLeILW1D9jQS18SjVT9OIZHqi1CT65ypdQJl3WXVmTEPzSdFQOKaLeZgPyTKqWVU0ecDIgVuIrlkfAHamSVSUnkJIblZIqBaPj/3bVARGQm5DX0dM1lJgZQSSNBxyXIdwzBriWIFLqGQlSkfVVKezO/VWbFcftZ6y/Sk/EgJMqs4twBuy1Zfq0ZyS9byPZ6XtVxkBu3xu9T2/qxo2aVva8XHqeMGSOH15p8u69a5HL7PwjCrg8GFeSHXnYxPF35zHijN7jPGcj57+X5c3tiSM/3hnh1IGp8Df3b84LLme+2INYoyucl18VQS/8+R1/CDwYGylz+VWMLvHnoJf3Tpu/C+jtUl2ZFQ5sW+yy5BS0uz5/S1yjXvuhonTp5yTbE7dPgtfOCmGxGJ+NBfwPMkttry6zLU19fjwY/eja9+49s4f2HQ9T1Ub7945nkEgyG85/r9FcvxQ0PDQq4bn5j0fI+U6265+X2+J+cxDMMw7rBgxzAMs4aIxWvhOhaOTNfySOAiMa8duRfC1YJkKjOtDCLRpvgZy2xEdUsS85IiaxatR+U1h9RG9dy+rfzLOTNRzQUqp1e5ZEracqaiSYGsmGS6spaf2Z90PEjJjiQ5oK+oRZBUl5kHWcl1UHOtaFv8EuKc9VFpqiLDMMxKMTyCwNQm6EPZnZ7c0urSU+MIW1Jd0JhPYAla+oQjMU3KW1ZCWhYlJNiJUUn1zDlYjydFeUQ5jOVrA96DF6w7vKQvKd6p6X0y9c4lGU/evtVdXiOitCtpv42eE7IdiXYpK9FOzBczvyBpdXVmg7mSeihelx31jf0sE+XE68s4qqpYlyJwaiTZUbmM75wk2tERRfIgbV/08t3QhluBFjqWj5ozjCoLY9mOYRiGKQM1uc7ElNeatm9FsDlm3nHXNdBYRhHHpbZunMe0cBCRS3Zj+/0P4dQXvoDmqSkh3wX1AITOVvTtCLLxguYo+XoSqeQSomfPYfwLf2+UZS+03XtdvxuUhtXFq6kOGz71a5j8yZOYf/5l1KfSSGtmZ02RwKebiXYMwzAMoyKFPXWAP1WyowQxgiS7jY2mMNYZH7MlLClISRkr5RjgbjUJd2rZ3OQ6N7HOltXqZ23Zy5YPlcQ68buSWkf1FI8v5ch1qpDoLEcx5fZCFdMIWVbCTtkzNlPIdQ4p8ODAJrvMp0YaSi5fqWV3k+vUpEAp11GdO1MCw1FznmqnOTIMwywnfibYlbH2dby2yllr5V0e1m6tFE4vLLxtWlHLYRhmuRlanMevv/I0BuZnC7+5CIYXSdb7Jf793qvwwY5NWZ8O9PxTW3YgbXwOfPbkYfFYbXbVN+HzV16HrmjuYP+L6RR+9/DLeGrkfMXrmUkm8L8cfAF/etm78cHOTRUvzw9m43GcPHnadVowEMA17756eQu0TPRt7UVXZwcuDA7lTJudjeNU/xns3rm94vV49R8QR/UqPtc1Njbg4YcewN995RuudUSQZPfkU78Q23j9tdcgECjvOwxJfF/+2reMevf+fKF1vPc91+F9772Bk24ZhmGWERbsGIZh1iLO5DNVEJPPqyBNySQ+Gm22KJpngMmG/JKdX0KZc1uddURQnTgT4prN9J7eqCkJUINrFAcqKkrPVmARO8Rz2cDdv2jJCpNKI7Lcdll25zb4IXa5peKpy5XT/EzOc4qEtM1WPZMc97LxU989a0tzhSCpTkLzU92a9WnNL7fHz22gZbkdm7I+l1OEZBiGKQMhp7WMI3jynEixkyKdRE2pIxFPfGp7CXWK6Kb3tIjpQrIjEW+7eQPcFq/oPVqgqGZQW65LJaAnlO8KxnLFOkSZciWyiwoSwNR0O2LUY/QyEu+s+sqqf2P/0X6DtV+1rGS7MwhaouSilW4XamoVN7YzCXcwUwrr6ozHkJDtREOvJVOqot1KI8pWlzTLvaUHqaa4ktSzG7ZkR1A9cqIdwzAMUxa6+U+zOj/RK+EQAp3GtWtNQH2bkOwQUBLeaHRREX4XQM1H70XkuV8i/cKvoKeTZjKesNSKv7YNiMg7SsczCxNdWsD8sy9g4sdPoG3bTuPSNQQtVNkI87pRHj0QhNbRiS2f/hSOvX0adUNm8h61567itnCGYRhmlSIlO1sqs5LbSH4SSWcX6HVTLMtJZ1tDOCWvnRto8L/FLMmL6kBNg5N1Q8jUulLFOsIP+VCWGzDT3WSZZTklJKapUlpO4p5VbmI59qdbvcukwH0956xtyb7fJOU6hmGY1Ybb5VbxAo7ma4Jd6d15l/disbS1mdn0fvhcUooSZaBBBa39o3aAlvtL3Xe6WQIfCqApT3PL4VxvWatApqqq1a3bXEcZZTR3QObXUrfVp47qlSbYqcvJOnYqKBPDMJVzfmEOv/nas77JdZKJxBJ+7/ArmNudxF0berM+W+k+729s2Sle+4uTbyKp+9gPysGehmZ87oprXeU6Sq77v9961Re5TpJIp/G7h1/CkvF4W3fPimvV/WfOCsnOja1bt6B1HabXEaFQEFdcfpmrPEbnobNnz1VVsBPBv6v8BBeL1eGhB+8TSXZekh3x1M+fEV8lSLIrVX4bGDiHr3/rsbxyHaXVve/GG/CeGypPymMYhmFKgwU7hmGYVUhtmJK+cuPgXfGSiuh1KQIJuclMJCGxqVKkaBcJLWEpGcn/ZkusssUy5++y/OUKS25infpcTWmT65JlAOxUtZ5QdrR3xfU0eMJcrnUf4ly4ziySnE7b7xS11LJTuWWqXaW41a2HaFgRzn2qrsOYRtv+LMwku/1GdZNoVwok1lEDvJDraF1yu9z+BirZnkLHJst1DMOsEYSkNtyK8KvKi1Y6nZtQJ0W6rFtzquDW3Wa/R6Sbdbfak1KBMILl3NNT5DpK1iPxzz6zy3V7CWUXC1IAc4p2TmQ9KaKdRKPfu83OifmFO4NOU7yUCXeElO30uRohsOmtDbZgR6KkTs09K3RTVwidRlmE3GAcS2bqXqtRXuO7r1Fm+iaVV7JjGGbNUrsCbeCIAAAgAElEQVSolaAhMYy/mElz5rkvHQggUFODyOYNQDikvkl8aUpb6W7ySpKOWy0SRnT3Dmy8/wGcP3ISoYlRBPWUnKXIMpjZedQlj5adMuYMkw43NYnTX/0K2u64A4HerUCFnfaMrRPL1qIx1L7/JtQ9eR1mH3sMdQtmPaSt0VkpeY+beBmGYRg3pHwlJSZKtGvBKaDRTGyTaW1SyAJMyY6S7GzUtDJLHpMJZiudZGcnqclHR3kykleuWNfZcNz4XpAWDQe2pGa6aFly3fELUVus6x+vy1kHIeuh2PrwKrc6v5r8RshyuwlpJAaqyXUEld2UAttsuc5NCCyVnPQ6xzaoyXUyLdApNJIkGKldshfByXUMw6w/Vq7ncinXtoy0IC/uK+q1frxw8hzDrD9GFhfwmdd/ibfjPvSlcmEulcR/OPKaeH73ht6saQHjM+U3enchpAXwx8crGyDei531TfirK69HeySaM43S5v74+EH8eOis7+udT6Xw7956BeFAALescJLdiRNve0677NK961po2rtnF5746c+RSuXeP5ic8mdwWu8EOx9HgKgiTU2N+NgD9+IrX3sUwyOjru+h+nvyqacRCoVwzbuuLvqYIbnzG0XIde+/6Qa85/pr1/WxyDAMs1phwY5hGGYVMp9o9J5IDYVeDaSqVOSQhKhBcTkhiSo5q2yHU3jyXbRznNLUBlY1yc5FrtsfmhOPqlS3p9394kilI2Yuyy2J7YjynFLXaB0vJOsy9SLT/ZzI/euWwOcH1RDr1GU596eKNS1pPD5bzvLFsUEN3k0ZsVIVEP3aFue+qfTYZBiGWQkGx8zm2BZrFHQPmU48V2WsYoSj7kwHNxLiwugVN/jsZJYSbvBJuU5bnIceX7DLKsqnloVTxoqvA6+vMIqAl7XPu61j4YCZUJgl3HXOi2Q7+pYlRTXazwGS2Ci1MBjGSiMarmFKdmkSPalc0QQ0kgCN4yodq8mS7PSJlqzjn2GYtct8VEdu0y/DLA/WmPBCbxPnmVgM0foYrJftfnFp4zGlZV6S35KEZNcQQ/M9d2Dg6acR//730EiiODKLKAQ1RCeDSfHeCBVCN1W7UCqJyKGDGPniF9Dxf/5roLGBTIbyNlQUXDPOo0FR6uCmzdj8iQdx/PVfofbkWePLoHm9bLmGQrJjGIZhmHxoAfPcQYIWSXYkZakJbhmaEZueQWd8DJ0kZ9Vky1k5gtUKIoW0zQ2L4lG2xUjBa2NjrlwnSSyGMDHTZ/8+OHMBI+M7XeQ6U1DzQ05zlpvaI2Tqmyx/puwzWWVXy03Q/qMyE85yZxL3/JXrssoO5Cn7Yl65jmEYZi1gXyMqqValSDyaeiFaIaVc7pnXwMvbEbi0tZnJ9H707RZdxJV9YifUuewn9TXN6l6efbegnALkrjvf87JWgcx9jWpe9pe1bHMHZH4tdVt9kuIKr7e4fewU9bg7PcOsDJRc91uv/RIn49NVXQ8luv37t17FdDKBT/RsF+l1Enr2yS07UBMM4A+OHvA1yW5XHrmO0uX+v6Ov4/uDA76tz8lCKoX//eCL+MJVN2B/a2fV1lOIs+fd0/lqolHs3LFtmUuzvNTURI2fGuOaPTfBb35+ISdRtRzyzb9WmhFampvwyU88iEf+/usYGR1zfU/a+Jv50U9+Kp4XI9m9faofX/vmt7G4uOT5nmAwiA9/8P245t1Xl194hmEYpiJYsGMYhlkPNM/kyGJodk9kI3GMxLCdrY4GxERlRdi12eyoLGUzksrQPFdwvhesctsynhSbipWZpGClJtQZxOK1aN9mXpJ11i4hihM5s3oJdVKcK0SmDvtyptEybPHOWPaR0XbcDHN9s4PZ+2hgfp947B+aF+Um4iTX+ZFep6JKb9YxYx8vPkACIVSxUpXUitmfzkQ/iTOlkOrFkUjo+7a4HZeyfH4lCzIMw1QLIWI1i6dCqFOkOvt2nls6XCGBi06V7c1531LSjdaUKtclkYrPIjrqMiAAy3WlUcx+zPp90t6vYu9ZCXfi+eC4LdrJRDtKs0N8AVqHlTwQC5kN61HzO4wWtqQ7S77TrQ791RxZTUp2FKCjB6J2uh5JgLT2dLzLluzMTgBHMn8Lsj74OGMYhmFKwjyj0GjCCAQRrKtHlNJeA2YHRls4g5lcp45Fb/6umefIjk5s+8xncOyXzxrfg0ZQZ5zMEsmEawcq3fGqWLbdHzCj5gV0HbGlRZz/4Q9R9/4PInbdtdBrwta52Ot8XMx52ihzKIL6d1+Pjtvvxsx/+zzCaR1pa2OldMgwDMMwpUCik1OyIxlqXjuKLW27haglRTsz0c689uxXBDuS7ZYzxU6V+4KKnOYu1g2J15xyndxemfpGUPLb2OxVODk5iJG4cWad782S62zypNcVU2b1/YXK7iYFynITVPaRCVOso3LX6puqItd5pRVS+fOVnXDKdQzDMGuR8u6tVul+bNGWFV8fMgzDMGuPycQS/tWhX1VdrpOkdB2fPXEYdcEQ7tu4NevsTc8f2LQNybSOPzlxUAh5lbKzvhGfv/I6dEZrcqbNJhP4o+MHqirXSWi7/83hl/HXV90gyrTcJBIJzMXdgwra2lrR2OAyYP46gr5bhkLuAxe5pdqVuRb3l9dGgJ0NHQsPfew+fPUb38GIR5IdCYmPP/lz0DZf8653eH53P3rsBL7z3e/nlesoDY/kune98yofSs8wDMOUCwt2DMMw6wBVLsqXwibFMRLDpBAnqECui4SWsJSM5KwDRSTASelMyngkmvU3j5gyk1tCmROPNLZ3NdcjSjEsFqpc6MQp0+WIh0XgNc/OVuD4eJ+9HlW4I2j7ib14XtRBz1ZTtusfWsgsRApdKqXIXc56tOroBkvuo7opJq2vEOq+fKEe7il9zu1Qy0U45Tr1/TKhUKb6KXKdui1EpdvjPC5JHBRrddsWFu0YhlmtWOJczq27UtPqJLVNrnJdqKm19LIpSLlOn5tDYMocIY2kQDthjaUn/6E6pf2pIiU7qvfuNiFj2omE9J8U7XAGwc4OM9XuvLnvSbgLxoxzZqwGWl2dKRDEQkK4I9lOym4iZa6Kkp0rxrqF+GeUTYiB2zfZkp2Z7ng0814W7RiGYZiikaJaGuaA95pxzqtBKGJ2StAdpzu3ZmqxhIBxvqwNou5dV6P7jjsw/K1vIjg7g1Ky5oJp57lVNwW+lFGqYycx8bePoG7PbmBDO5KpFEKhCDLfEIs4L2vqE81MP2hsQfdv/CamfvBjzJ04gWhaF8l1nF7HMAzDFIOezj3T2WlijUBCO4ywfinubiHh7FzmTdTf7gLdKzCFLRKtUg7JjqimaJcvNS9fchrhJnhli3WZ5Degt6CgVsp2epVbletKLbss/8GBXo9yN2RJgX7IdfK5Uw4k+jpmPIVGtexqch2lKLodjwzDMKsJeZlVXoqIboZz+XStZq+9iOVVO+nMjdLWp4l/ug+lLPeOd2YgHh3Zw/KUWoDq33P3MQjRf0ThKijdsrVZFHesOZPw+FYLwyw/f37iMF6fWt7BORbSKfyHI6+J9LiHNmcnp9Gn1EM928XnwR8ee6Oi9ZDI9tdXXo/OaG3OtLlUEv/xyOv4wVD15TrJ0OI8/vXhl/Clq29EYyi8bOslSHDyEsmampZf+Ftu6HtQIOB+PZxKpX1KsHN/3Zn+uxZoa23Fxx+4F1/52qMYG59wfU8ymcSPH/+pqLd3v/OqnPo7eOhN/OMPflxQrrvtwzfjne+40tfyMwzDMKXDgh3DMEwxkETjJgdZdDVTbHjuBahEDwagpbxHkqFGPC3gPb2prgXDecK5PtQYRapx2BaLVGmM5C8q39DkRvs1Kdd1N9GIO5GC5SsENUSay5LrzJ7uXD9B4pmUzt4aH4HW2oGewYPGlH3ohyKYUb1HE3kT0EKbzwmhyykauqXSuclwsnxX9PVjPuF9oVwbni55OtX1sbMt4vkN2zL1ILefoDo4YjwGp3uM/4066JKJdgvux12xCWrOeY067I122CO6yjqSiYZu+0nFaz8SclueQR/2DyJXspNlcYpyahlpPy86bpokla8qqlxniYIyuZG25T29uftW3d/Fbl9HrM/eJyTZ0TE1EN2O/tRSpkyhpOdyGIbxj5pwg3pGYErFS6CTr0vRqkyhaKo2iXrreTk3WJNaSFyQklxHiWiC4ZGyysIUidzfcp+rop3jeNEs2Y4S7Qh9wvg+Wq+hS5Ht0NmRlWwX7Gy35q4zzuvGPAkrgSdY/UYReQzSDXk7NU9Pm5Jfh/X9zChfwihn+kwtFc9gN7Iku4H+qpeT8SYc9L6eYhiGWa2koCOVTiMSDkELBkrs+GTMa5y/gg31aPjUJzF46A0svPQynUUrhspRPz+Hicd/hOa7Poz6u+5BIEjfvGSeXgUY5/XQps3o+tQ/wZk//WPUjo4hYHcGXLVd7hiGWQcspbhJs5qshGhE7QoSah9pwSm0UEgdXsFEku7FXiumySQyErhIshue3+y5zGql2aXmItnJcVL6sl4jmayvgwS1GWxpmxRl3tfTb8tdJKOR3BVpXsLSZMROgJNyHUGSmkysk8skMc0pD5Yl19Ejzecot5TrCCr7/h39OUl7otwNRrlnIlnJdVR2KdeRWHdqpCFLBswS++T6Syx/1vxKuVU5kOS6bYuz6LTqXRXrpFBHA0WKdjDjOGOpjmGYtYh6/52eF9cpeeWuzyrQxZYVvwaEU+9Ny/2jLlvur+x9538NuZUjd70VrsOXpbgv149l+7mty0lWYtVyD1TIMIzNd873Gz+nV+RzhNZJAt1iOoVPb9mZNU1KdrOpJD739psi/a1ULmloxl9deT1aI9GcaSTX/d6br+Dx4XMuc1aXIzOT+GL/MfzL7Zcu63cHkqHSuns/yWgk4vr6eoJONV6CXdqHpEQioHlde+u+DHKw3LS3teLhX3sQf/eVb2DcQ7Kjuvvhj5/A2bPncN2170ZHextGRsfw3PO/woFDb+b9bAmHw7jrjltx+WWXVGsTGIZhmBLg1iiGYZhiyCPXESTlNNW7f3kmCslr+eQ6YmqOlt3mPrF5RkynxHQpShEkCzXVy06qtehuyXQYbrJ6a7WEIqJhERW2N9P20bLQNC0kMyJbNKvNqZ+MeNZn/ELJYKNCaCLJrh87s0Uskq68hDJj+6VcJ1HFMULKY5n6UEpmlJfqY/emfnMb8qoc5U3vbjLrfmoOdj2YUqZ57JCQSFLXM/S2uXr01B4USXY2bpJZIckuR2hLoXejeRMgihN2HV3Xc0Cpm9z9lE3udLkdclukmIazLl0C56OZTghu26TKdUnHVxRqQKef2sXMbIpcR9si97NK9j4vZfvMjgJSsqN9go37MPq2hrhszKdyFys7MgxTFguJmcJvYtyR8pyXZCcFq1Lluu7M95Gm+VBFXyGCS2Z6HZGKzyI9NZ6d8MJJYv7jrFPn785jRj5vbxbCXZfY/+NCtiM0Kdt1zpui3VTcFu0CVoqdlOxEkp2W/zu1H2R1XKDUPFqv8UVZo0S9xXmRsieOulFzwAHaFkrss49tluxWjERqfqWLwDAMUzIBzRz1HtQY7dEgnQ+RrBoMoP6SS7Hx1o9g+OgxRKYmEa6wEwddXQeMRSxOTuH0I1/CZddch0D3JmOFlXdTEJ3TozVouvVDCP/0cSz+7CnjUl9HWNOh5yTqMQzD+EckmAQPeVU9VkI8craLqMJdC91rV5LHSEIjcQ2gpLSz6FSS3YhKEtKKIViXGWFcTU7LTn/LyHUy/U1CspeQ04a9k+ukXOclqZUjD9rvl2Jaw6JLuRezyu1MfRPlNn07W6wjDg5sKk6uU9ZfDmIbXMQ6wkyum/GU6+iYkseZRunDxmGiJc3fWbRjGGYtIK+wVGGrlE7/mo/joNhrXYl4uiIobTOtjt0+bYe6T+Rzt/2kvpbJz6twJ7msO9/zslaBjDRZrV1fdtiiGYOT+bXUbV02iSb/Pra1S4cgyHdZGGb5GFtaxH99+zCSHtLVcpA2/v7/y4lD4vz96z07sz4D6OrlN3t3CSnsv586UpJktyPWiM97yHXxVBJ/cOyNFZHrJF8dOIHbujZjV31T4Tf7BIlQXueMYKj67dkrDrVreAjdunGM+XJ29DqJ+ZiwvNy0tjTjoQfuxVe/+W2Mj7v3w6Hj6o2Dh/HW0WOIxWKIx+NYWkrkXW4kEsFdt9+KfZftrUaxGYZhmDJgwY5hGGadoKa1SWFKymNu2HKdT9CyRKO31dDchIzwJsQyRznotV32QLNmYpikt6sG/W8Xv26ZXEeiFaGmshH56sOU6mTjffaIudkrKb48zp4enekAEoshtDQCE0mzXmotl4yELhINZVlH2htwZLRdiIY9WyFEu/4hq7MxpfipsmcpclfQ3B4hillIAZHqRk0gJKZcEhPdjiW5HYMTYXuZVH6C9otIsRNlrc5XDplYqG6LlDxN8l+kutHVLDt399nbwjAMsyapkqCm97RAa+kU6WW+EF8wxSx/lsZUgtcxM2C9TsKdJduRkGaPRKyIdti+yRYvtTrrS5El21GanMBKtLOT5qo0IqtYrhY01xOKAjV10OoTCM7NIbU9bkoNRtnFdgzkk/AZhmEYxh2S60iySyeT0FOldxwXZ0Bj/lRjIzo//iBGnv4ZEs88i3Ci9GvZ7OUGxP+1Rpkmn30eo1/5Mtr/+b8AInXwpXtWJILQzm3o+fgDOPL6K2ifnEAgaXb0YBiGYZhiIcEp7+CDgaNoa9ztMqEZsekZdMbH7LQ3GjyNkKKdKniVk5jmTI0jnHJXtqA2lCV4EaqkRniJdSSoxeNLWXKdWna3spRSbq+y79xglpvwkuu8yk14yXX5KLQNTjGP3l9IaCxU/izY0mUYZo2hSjflzK372IHZLkERy1sJB6+09ZmD5axkekom5U/P+q1kliHtbFXn1YvCVVC6ZUuLy3+sqTJt8XMxDOMnXzh9FEMLKz8QJIlzf3rsIIII4BM927MlO+Mz6zNb96ApFBFSXDGQXPffrrgW7S5y3WI6jT88dgCPnV/ZwUdnk0n85dtv4bOX71+28w3JjF6Ooley23qC6jngcQ5Mp3VfBHRPgW8tG3YGnZ0deOjBj+LLX30Uk1Pe/XFIqlta8hgMWyEajeDeuz6CvXvc7n8xDMMwKwULdgzDMOsYEqKkQLZcyPVNJDPynpuYRa9V3O+/eQY3NA+Kp26pdQQl5VHjemG5rgBlNrzKUVBpHUKyM9ZJdUNlIYmNykWiYUayM5PTYGyLFO06t+4QDdT9Q1Y63kK0+CS7IsgW0ky8xEyJczu6WxIYKnxdmCFUoELt7bO+qlDDu3PUWwspl5JIWRs2OyEWKn8+5hO1pW0LwzDMRQ4lgpWLPpcxuqOUKDaYpxMUszqwJDsMjpmNHAMTpnRpTQ4OjyDY2YHF9gGEmlrNRLtYPRCrAYxjRVNkO02KdqiuaCch0U60txvlSBnlotS96OW7oR1QujDI1D5OUGQYhmHyoovzBo0YTB53cnEeqaVFBHUNmjipaAV7n6VFZz5raZrx2+Zu9HziYzh/8CCSY2MIpel1lNHWrCFlnFvp7BpJp1E/O4+z3/8+Yjd/ALVXXWVcb4esLVDnKP4cLIukhyNoNpYZ3X8N5n/0OKJpXWy7bi1KV9/MMAzDMB54SXZ0P50G9JtImpIdSVMkerXVtwmZSsppJNqRnAaYchrJWJWm2eWkryFbUHOKdQSVaV+P2SlRFbwoRY0S4GTym7tYZw4+mE9SK0WuK77s3ql1EjWxzpm2J8o85y7XlSoG5iu/LLt4tMRAwLv8VOeEml6nwsl1DMOsdZxJdmrilfO5/3dbNfN610rU80rWq0AXy16bJlfpSPVyrrOElWnW9bxYrl7a9bB3OTPLUOvf6zXz9yrsHWX5bs8rWLAtovlXas1OzxFlRLn7Qrfn8qrzQs/LQjn03P4GnOsqhWq3kzAMk8vpuVl898LKSmYq9OnxJ8cPIJFO49O9jiQ74zPi45u3YSaVxOfffitv4l5fXQP++qrr0RWtzZk2n0oJSe+x86d9L385PDM6iANT47iiqXVZ1qeLenM/D1wUgp1xHHltJ6X7+bUOV/zx91aUzo52fOKh+/Hlrz2Kycny+xTU1tTg/vvuwo7tfT6WjmEYhvEDFuwYhmFWIabw1FLyfCRoqWlthFMeI8lLNCym/M+JkYl4S8mIp9gnyzMc914/NZb2w9FZ3ymSBdMiIY0gue49vWajabZYhyyxzq1Mav3kHS23RNwaad0kO8HctJLmR9sAHB83L56O0H+DJ9BD9zu69mUkOxLPKpDs1MRDKkdnzCwvla8QdtpfMjO/W+JdQYotc5Hpd3TcN9Vlj/JfjmA6WPIcDMMwTCk4Gy1T8dmstBNOElvFkHRW25Ql2RG2aDdhfn/VZKIdzgjZLrV9ky3a6XM1ItlOb20Q86UCYQSRttPsqkFWA7cl9QU7zZTaVJOVZHfA3AaxXbR9tJ0s2THMqqZ2UeP0U2aFkB2/zCb4VDqB1PwMlhIJ1MnuDpo1Cqse8Ox9FoDShE+N2TW1aLjpA6i56UlMffd7aE0ksSSy6NLGjy4ec3FbuI6w9V7jDIuglkbi0BuY+sojqN2+HWhtQUJPGK9HrU6Pekld2HSxXLqHYlyrd21G332fwMmnngOWzO90dLpNa6Zop1sVFVjjDeYMwzBMdVHvpct79PQa3YfujAaQWDTv+aPRff7zaADc7k+TsGWJXuWk2Mn53QW1GVfBS8pdKm5yHQlqUk6rNPWNyJLTjOcpZKe/uZV9X88513LLdgwSA0X5HVKgW2KdW2JgRWKd9drmhkX7pUzq3qRrWiBtg1d7D0t1DMOsVdRUKzeJx/l79nNUIXos0yNadzzmUvmKZQJfvm2WxSp2bbqVXGeX34dRYdzqoNBrmfw8/3aS97FQ4Tbq1n7XNB/H0DGXqWd+K3NfKIMXFahz9+dlbpEyuFBx682/j9W0yuzjhGGY5eDb509jKrFU+I3LCCXZffbkIYQDGj7RsyNHsvutrbuRTKfxV6ePiDQ2J7vqm/C5K65zletoW//4xMEVT65TWUynxH5YLsEuX4haNYYoWI14CXD50v1KWn6eelwPzQUk2T304H34xqP/gLHx0vu3NDQ04P577sDWrVuqUDqGYRimUliwYxiGWYXMJzxaistAi1iNiFa7omxg1IOBqkh2tNxw0D2dzG7QpLNP3HsZsnFWkEck2x+as5PrVLmQ6G6atuQqNaUut1zVluqc65L1Tx0DJC1i9PgFId1RuQen5P7PSHazg/WWeKhcgJYp2VGd5ZTNOk4igcxNI7ftEfVlfXvoRMAWJUmyo/qXYmBeqMxU1mCaetV7v4+mi+1KFpTspFipCnVCJI0sid3utW9y9j+tZqym8DYwDMMwvpKcGof3OOXMqkKV7BxoJNx1t5miGqXCWcl2tG8pLQ5besRzumkeiBkn3XDYON0nhPSm0UiBWnWPAtFQQCu35D4h2cXqsThlCoEkCGqWNChgyY5hVjXzUR3RlS4Ew8Ac7TYRj2N+fAy16bRxOpPqnVZw2H57Eonmxk9g4ya0f/rTmDhwBAtH3zKDAYS2ViAFPrdUpshOA8IHNDQvLuLc17+Jpg/dhtr334SAcQ4Wg8VDjtRbWqfzgPW/Hoyg4T3vQ9M734n4s8+iKZEpp0yyuzi6IzAMwzB+o7YlROger3G52DJ5ypbsTLGqN2uezvgYhucobc24/qwgyc4WwyxBrZT0NAnd60d6NwZnLmBEketeONVjpda12XKdV3JbKVJg1nsdYh3R1zGTk7jnJQWKe/5pM3Xv4ECvq1yXI9ZZMqJ8reyyW0ixrtjUPSnXOdvDGIZh1jqqdAPlebHClJ6n83j1Wd4Vl7Y2zez07dMFqzMtzpka55aaptvdzuVO8i9JTy2Hc70Vr8OXpbgv15/Uw1K3dbnuWhT7N+s4dqpVHIZhbOKpJL67ikQzlaTxmfBHxw6I5w/37MiaRp8U/3PfHsRCIfzp8YNZ00iu+8JV16M9ktv3ieS6f/Pmy/jF6OobevyJ4XP4P3bsQ2M4XPV15fuKdDEEieZLsNPT3ul+Ja3Do8lBXw8RdhbdXZ349Yc/ju99/8c48fapor+D7NyxDbd+6Ga0ty2TUMowDMOUDAt2DMMw6xCZ2iZko6Ayyk7SIRSVMWhrIfIKa3TWsdpbqWx+Xa53xGbs53LbKZFNq13KbGMZDapFS1l53uucx03oklJbl72caeUN2Ul2vZRid6YKrcO0X1LI+magJV32ZSjzftoWqud8aYSF1+si2QWV5ZGIlyyts72UGEVjujWr67aI5TvLU9KqGIZhmArQFuehxxcQmIqbGSvDIytdJKZYnNLZgPW7Kt61N1vJPkdEol3yHb3itBtoaoW2sQt6HWX8TEOP1mY1YcskO69R8yqFlq+FwyJBjyQ/KkfofKvx5XFelBPd1ghzLgIhwzAMwxB2gpv1Q5f56UQCqelJaKkF4yLfUj/zpNd5YpyjGt75bnR/8BaMHT+JmL4g0utKbdBOWG4fSW7JZArhQADBqWmcefSb2H35FQh2bDCuh2n0eauxXCu+M5+mXl4bmxhsrEPtTe/B0OuvoWFiykyu03XYtz/WR1s5wzAMs1K43AonqYrkr309/WirbxPClZTAYtMz2aKdRT6RjVAlLymnEVLwEmJd7ZvYUrfRFrwImaAmodQ3KhtBqXXATvzq7CxGRi8Vgpoq1+WjkKDmlhjnVm41sc4sb3bymyyzRC27M7mOyu6JUt5iE/dcxTrXxL1sMdBNrsuC5TqGYdYRld4h1XxPsEMmzr2oNy4fa60vfKYaK91JfNFdEcvWwb/Iey6OdpG1dlwzzFrkmbFBjC0trHQx8kIC3WI6jX/SuyvrcyFofGZ8astONIbC+PuBE1gy3nN1czt+e9teV7luLLGIf90Lfm8AACAASURBVHXoV3hxfHW2yU8nlvDc+BA+3LW56uvKJ0JVq416daHlT7DzYw156tGfNawOmpsa8dDHPoo33zqCXz7/K1wYHHI9vkhoJCHvhuuuwd69uxH0EBwZhmGY1QELdgzDMBcT9Km/Uo2Lfp1xZFJbKoBF7EA9XsdIvAE7rUE9KP2vKUtQK51Cspw63Uuccy6DfneVD5PZ7yGkfLhrs4wQz0h2PYMH0R/dab5MYpoqn5WQYpdDsbNReUPm+6m8iUX6JU/D+gpAZRKSnazbfMe8nCaPzypIpwzDMExhoqPmiOr6xLDZMMBy09pEptsR1j6UHQVirxr/dc8IkY0S40hqI9EOsRqAZDuS3Ui2k6MSBo3HQHXNd1Pum0e6KWY79jJ1T90GhmEYhlFJWyeKoG6e50he0xIJLF04Z1xTLpixcYGoabeV2Bava0GkGprR/ZnfRP/PnkD42BHEUgmkShjXRrfKKCVAutOgGQuo13Us/OQpxK9/ErEHP2ZsgJUAX2p/AU2OMGvd94jVo/XG92L0299BYnISAavtWD6un6ZyhmEYZjlwu/cusO7jkkxFQpiaGCdkKxfRDlafwUIyGyGFtd68yWkxYz3nbDlNLYMU04gsOW3uvHGtfI2rXCdT4EpJe3OTBJ2yGpVdTayjehHlVcQ6Z+Ke3AZZ9pOTgw4psCGr3JWk7sl5neWWaYGFxDq1/PnkukLtPAzDMGuV4tO5/L0aKzUTbHVfC+pWeoofS8reJ3ZCnct+yn7NpxpSFuNWDq+ylLoKOSxPtfZr2WGL5g7I/LpCiTh+pgSu1DYwzMUI/bU9NXxhlZ+zzCS7v3z7TdQFg/j45u1Zt3Pp+X0bt+LO7i1IGVsSpXvVLjd8JxJL+ONjB1atXEfQfiDhcTkEu4sdct+0gHvDgEiw8+Vc5NHwsKIJy9UhGAxg32WXYM/uneg/cxZvvnXUeBzA3Pw86mrr0Nu7GZfu3Y0tPZsRXoaERoZhGKZyWLBjGIYphgIpWl3N56GOhupEN75Ia3l6Q3nKVxZNdS0YnvMuHk0HTrtPpEFp4sgklK0AYvuQ9kwHI0EuLx71Tw26NAYsJdgdHzcltKb6CQxONaIltIBIrSV+0ax5JCu1/vM1utJ78olz6nOvlDv7OPC4XpLzdTdNi+1QJTvazh8N7kNvlznSUP+QNYrSQtSoo2SmnjwkO2qczoe+lOc4TFjHMU2Xkp2DpvoCHRVK6ChQzvyUXghEPKfL+qftkNjbm7SmR7z/Dqn+RlFXUpEZhqmMmnADVvd4cRc3ceNcmzv2XWHkaGUkN2UxmNu5i1ljSLlOZXDMbngfToygy9jP0e7WjGjXZDynRLu5Gmiba6EnEmI2LVidm8vi+DOWLcpkrIuOw2CsHovttVjoo4EaMp0FBANTnsti/CUcLNzplWEYZrVgprRlBLZgWsd8/ymkZqcRrK2xJ5JrV6ouHggHEdi+FVsf/gTO/af/hAgl45V4Q0cd/54eSbgLGmWKjYzi3N9/GVuvfhcil+w1ru1LH41Xpwg7IdkFzHUY5a3duRsNu3cjffhNse1aOm2XgZ6ts/ZyhmFWiKUUN2lWk9UoIzllOzGomkELFKmq+ahxstktnkrRTuXUiNn2IKQurwQ7x31nZ/rb/h394vU9W36I7oYNZhkUsUsKf6qgJkW/4xe6XKU6J16Jbup0V+h1Y753tMyIdciyZ6TAKTPpTxHqZNnV5DqCyn5wYJOVWHdZllhHy/UqO5W7UPkLbYcsP6Gm7kmxbl/vcfONgaNigEKJPCZk281qPI4ZhmH8pniRx9/0lZLHZvF17X6jmfKBD4UU176yzYOuh639o6a2yP2Vve/c9IdyCqApT3PLkbveMlaB7HsM1aDsHD9zB2R+LXVbfUop8lOKuziSkxhmdTCfSuKVydGVLkZRJNJp/OGxA0gYnzef7NmR85lJg8B5taxOJpbwH4+8hseHz1W7mBVzeHoSi+kUolUehNXE67P74vgcDmju18/ptD/ntIDH+UxfV/l1Gei7wLnzF/D6gYM4+fZpxONmR196nJubQyKRFCl2W3u38LmeYRhmDcCtUQzDMMWQR64jhiY3CrHLi3xynZieR64jpuZo2W0FpuciGxdL7s3lJyGYcp2Kozc+iWN5JTtn/Su/zw7WY6S9QSyDOHa2RZHSLNzadZUzoJZ0r38znS0Xu14diP3olRKYcNRDwrnQzHFAy29BBC1tC5hIZtLhnhu4HPXdsyLFbmB+X/b8ycKndGqg7vHqt5zMcxxaZRXHcSDzfidTs/kFPtnYXzY0f8jblKT0wonktN3ALoQ5Zd+6/R3KBnfadlse9KCYkY4ZhvGXhcTMSheByUMsWSNOsfrcXFm3mbXFeSTjs0hPjSM4vHpHy2NKYF6R0Ui2UxLgtMExdHW3Qe/RAUoqVEQ7Oo5Emt34jJ1kh1Siugl2lmRH6LEaIfo1NRjfZbpD5usDE5ntmGfJbjlIpAp8l2QYhllFiEFWLYOcXLNwWsf0mTNITc8g2N4lrp1JrqNLTJEgV+RyzXbVFPRgEB233YrZXzyN2Z/+BM26cb1qNWzrlroeAKym6Oyli75laWtkeS2TuEflDCYTmHj1NSx87x8R2bXDuMaOmBNK+DaXtrafyhqwVphuacGmq9+F/u9/D5HFJdF4rq3HVnKGYVaUSDCZ79YdUyFug8utJtT7uGJgPes+fKd4/ThaIiFbGCPBLQvrloOXICZRE9R2bqAkO1NSk8lpO9poGKjsxDR7na5yXTRHrkvNRbLukUsprZCc5jndeJ3KTWQn13nLdZHmJSxNRuxyE9lyXXbaHpW7f7zNXl9J5SvwPln27PKbct2+HrPzp0yt62w4DrP/31KmfYc/FBiGWedUelmlVyMhpIjl6cr/y8VauwTVs56Vdl3OrEWKO0Jz5MxqFYdhGMHo0iJGltbOcL9p4zPiz44fQjKdxm/07irqzDFmbN/vvfUKnhkdqnr5/ODU3AziySSikep2dMwnRl8M7hOdawIeCXZpPe1LgJ2nROZIn10PDA4O4YmnfoG3T/Ujlcq9PxKfm8MbBw7h0OG30Ld1C265+X3o6urkb38MwzCrGBbsGIZh1iEkGjVhWghiESzlTLcbyoOF5b9SEMlgaYeoJRs4q3jGOTLabj3rw87WU7lvSLqMwKtUi5tIZ4ptuXUnl0eoI6WqqAKe3TGhUF2TxBbOzCPT97rE/9NCHJQS4cuD9eipPWhM3JdJscsjnlWEUwRcA9C+I0ExS4RUtsOZYkcUSpFkGIZhqo9O0hVJTYNjK10Uxg9UKU2mwI1OQhtsBki0Q6bLQLK9FoGmGIIxGoWhznh93vheVJ0EO4EU96xHra5OpOjR7W7ZXKNPtJjlUyRBhmEY5mJEbeg1z1wBmVynm7KbhgDCaQ2LJ84g1X8e6Ntpim3GvyBKFxW0gGZcsxqX+Tv70PjJX8PkW28ifabfeD0ljDldrFFHSDdlN6/u7EK0c2mnbp6bwulHvoC9t96C8OVXAJHSzrkBsXY9M7q8piEYDiF4w7UYb2xC98io5TzoZnJeiaPy+znqO8MwDLOOcbsdHjiKhNaIfT30S694SYhmjabs1jlnSmLOgdRI7BKPdmrdYlZ6mkjGaxzPSXxT5TRVrHMKaoQt97nIdfnwSoZTpTpCFdMIWXYnYhuGM+UvpuzOcpdSfrkN6vudUp2aFijLT3KdFOuo7tXEQIFj/69mOZRhGKYS3K6l1Gum/GldutlB3Keeu7r8z1gfdfCXqST22pW0NPEef1ZrLtf4UdPYMpN0cU1aShKKeK/oOE4l1LKWXXLRYM6bTptbK1LcredmuazyW3Viv0b/61a5dTlnmVjlFz/Wuu31wpQxqM7EIDxlbmvams9eRvmltYqcqbdgIGD+HtDKWq5z29PW8SLr3P4bUTv56xkFtNw6sRZkzqsuw1pfwCVNsFDNyalZf+NlloxhmOI4MjMpZLW1RNI4f/2XE4dEKt0/69uL2qC7iEafJAPzs/i3b766ZlL6CPocH15cQGskutJFWfd4CXB62qcRGvL5dZUvfVVA2/H6Gwfxox8/iYXFxYLvJ/nuxMlTOHv2PN5303uw/91Xc5odwzDMKoUFO4ZhmHXKFCVN1y2hi/wr6oO1lNvA6KdcJ5dH4pJszHSKa1J4oveZAluNcxEl0b844p3IRlB7rSXXybKoiXAE1dN8wq0c5msktrlBKXmDHqvtbpoWjyTgeaXduaJIdm7rM+kTKXazlmTX39wNLFaxAzrDMAzDOCAJTshRw63A9k0rXRxmLTI4ZmXvmPfWRRPJ6DxS2+NIkWjX2Q4tbnyHam2AJkW7YLhqiXYiNW+uBmlj3ST7RYeN11o6Myl2DMMwDKPgJq4F0zqC4+NIvPYGat57kzjHBZBGQNdKbiBNi/enoUVD6Hr/jYjvvw4z58+hLpWy1k0dswJIUkydXnjZAaWs4rybAubPX0D/3/09dvxfW4CuDnNKkcXUrH/ZKwkAW7cisGkDFkdGEdHTQsTjQfgZhmEYv1GT7FSpiu7D06BraNhg/DYuJLu2+jYlza4ZsWlzALvO+JgQyMTzOlPiyoh1Q1liHaEmwBFeYh1hptY1iOc5cp1CsXKdfFTfrybtOcU0pxRIkJymyoFuYp3YnukGnBopXPZiyi/L7sRdDMykBXqVPx8s1zEMczHgTLVSX/fG54sxS4JKWKJQ7oAuuv2QDpR+LZy7Oh0p49oyCbmdmeVnrVMMPmOmvKf1/H0fhBhoXL+mtYDYDtqmlLXIdBmSFXVA143lJbPmtURAXUny09VH87nYIrqWtuSrcutLiGVWGVyFTGVfpTV5z6GUFUAsP6FnBtoJByo796ZlmaFb9U7bH8jIiUWXTRf7nLYr4dwHutujMh2WZ2ftg1Ixj0lj32mate7M8Zn996FbPiUNlpR/PaJ+80qzDMP4zfmFuZUuQlnQp8QX+4/hHy+cwa/37sR727qwtc68lptOJvDa1BgeM6Y9NXxuzYlMKeMz8PTcDPY0NFV/ZV6VcxEIT2aCnfv5nM7Hfhw33t9t9HWTYPfL517Ek0/9ouTvMCTj/fjxn2JiYgIfvuUDnvuCYRiGWTlYsGMYhlmF1IZJ0HIXu/JxfLwPXc3nMTU7D9SbKXb6fMA1oY2IhDwS2iogW2RzLF8mvy1GcqcpUONqP+q8V5K0tmeyAYvN9cDgCRyxJu1sNetvImmmv0m5Top1U9b9EUr5k1B9DU1uzFnNcwOX26lxTqiuR+INuK7nQNbrQrybspbdNG026sOsa5IPRUpavlQ4p2QXMkU9KfPJhL5n0Ccku95oh1FXjsbsZHU6nzMMwzCMSJfrblvpUjBrFUq1o0ES25tzJDuCvsGQ4Caex+rN10l+i9aaz6sk2BGUYkfrxJYeIfthcLzwTAzDrCi1i5p/o6EzTIXQOOtNqRSGnnsOjf/TZ6CFwpbZRkdpaecvM6GOOngZ8zU1YtOnPonXnnsG4QtnEUmlrfOmhiR1zdL0LIGucCmD1H0NdUtJTP3wh4i/7wOI3fJBoK4GFXW+pFnr69C8Zw/Sb70FLCYQSNOWBEWSH8MwDMP4jZdUZctYzUfR1rhbyGQk2pG4Zae0oQGdUMW6mSyxjlAFLxUp1x0c6BXLI2iZpliXnfpWrlhHFBLUssueX0wz5UNTsvNKrSsk1hVb7nxll7il7rlJjapYR9sg2lYUWKxjGOZiQF7uqR2USxFwVO+nonIYC7r55pvxxS99CaFg4W5mlM6xtW9rReusranFn/7nP8P8/LyZBiZvJruVz0pZ7+rszrvMcDiM3/md38G999yLoJX4Qx2i29rbUF9fn3deN2677SPY3NODcCik7Cy7UJnfdWSX33qeTCWxx7iOrqRT9f7rrsMjf/cIglSGAtf1qXQKGzZsKGn5115/Pf7G2O9B6udA/zSI8l6yZ28pY/VkccWVV+KRRx6x9oG5BOrKf8WVV5W0nEAgiE99+jfwnhtvMpeV5xhxRzf2QRrvuPodJa1XlNioiHvuuRu7d+1CKBwquN6Usa93Gfu6YIkcsuX60A8YZvUymyxhwPRVyOjSAv7z8YP4/NtvoTEUNj4XNcwnU5hKLpUljq8WJhL+92V0Y+3WkD94CnY0YIEfAXZegp0uhxpYu9D5+rkXXsJPf1a6XKcu48WXXjW+I6Tx4VveL76nMgzDMKsHFuwYhmFWIar8VSokipFkR5gyGX2Rz734JGnLb5aSkZyEODfoPVN5BgJSG6FzSGafuui9lGJHshnaR4X4Rtx4ab8Q+pxynazbbKmuxZ5PQvKc+uiFl4RHop1MEaS6proJB62bM3RNlE+yc0CNxzIVjxL1SLKjcgmpkNqYQ0rjtirXJfk0zzAMwzDMKmR00n4qbq1TKuJEC7TBcUS7W0Fj15PoFoxRZ/864z3z5m32ULTikY/dIIEPceP7nLE++ia1SCl2RjlwoOCsDMOsIPNR3UzAZJiqUtx5h0YmJzV88NBhpE6cQPCKy4FIeR3kxFW9OZS9sYx6RK6/BtsefhjnP/uXiMTnEAjoouMZJdkFRMerIjtWGufQpQDNE0BQT6Pu3FkM/u0j2HrpZQj2bQHCFdxDoPNzXQyNe/Zg0Hgeg251+tSELgiW7BiGYZhlQJWwuozT2tLMKcClqYWELimW5RPUujqP2gMYqglwJKipclo8vmTLdf0z7t9QSxHU5PulqEbPVbGOBDVVTtvXcy5LTOtqM8q9lPkeIsvvJtfJxD1VrBPrpR+rzKWW3Wu7ZfIe4SXXqXJgpHkJ9tiCjn6vLNcxDMMUhyYjx3xg165d4me5IGnpI7d/xNdlBgNBXHf99b4tb+8le8XPStK7dav4KYVSEvO2Gsve6rL8SlLWNmzciPsffNB1mSWl+Rlve8c73yl+VoLL9u0TP37gJtMyDFN9ppdJ5Ko2c6mk+FkvLKbLvwYtmjynsYvlk5jSY92ghF4/DDvNoyZ1+7+1y69eehVPPvVzIcdVAn3veemV15BMJnHn7R+2B4BgGIZhVh7uec8wDLNOODLabotepjh2XqTYYc4Us5ocgXAknVG6ml8pdqpc55TnSGozU/myXyNZzI3+oQXj/zySnYNF7EAUJ7LqQJRpPpIj12XEOnPdUqxTRTpajoqQ9xzUd89mvX9P+6j1W58Q4Gjbdm2GWf91ZhlEfdda9Z1PspMpdnSWVq6dqA5pmbQNHUa5ab09tQfRH9xpviHFjcoMwzBMlVCTxxSSU+PGKat3ZcrErE3oWJKMZp6qA/lGOzuQaooDsXrr/rrxRbaKFo0WDkNvbUCA0vLq6hA6T4kEZ6D3tEA7VL31MgzDMOuBTGMzDewamJrB8PPPYcPu3UAkVlZrvDgfkjSX1kSncq2mHs133I2hnz6NxZdfQ0hfMl5MCG2tSLcuq6yariOY1hFaXMLEL59H4omfIfDpXwNCwfI7cokh7EOo2baDekEiHVgSch1JgkFjI0orJ8MwDMOUD4lXQrJT+haqSXQkcpFgRki5S74uJTXJ0PBu8ShT69yS31S5zi2xjig1/S2oiG1SrCMxrbNuzDO1Tt3OpRlzcEUpBTrFOkKW3ynX2ZQo1TnLLclXfiJf8p6XXMcwDHMx4XaFVonYVHY51GvFYlfvZ+/0Qussdl3q+3SP18uh3F3iVx2VuE/KvvZXEvgqEsE8ylvWMiv9c1jOfZ9nXVmHpvI3frFIHgyzUqR0HhRsNRJchk+//B/fF8enL6XTupFKp33x3/Kd19dyc8FzL76EJ574magnL4KBAHp7t2BLzyacGTiL0/0DeZPuXnvjIJaWErjnro8gEuEkO4ZhmNUAC3YMwzBrnckGoHlQPDUlMbPRlMQxEr2kSEZQsl1TvdlYKoS3Ov8kOxLZBqcaHclwKrkyHZVRim0ki5HINjBPo3wtZN4UcrSe0u9KMlv/4ojxf4dIsSPsOjhspsgdO7vBsc532M+9pDo3oc6J+h6S7dT5R+Jqql1Lpt6bptGpjKyqFRrB3bHpQpKcm8YUzIspkvpepnI0z5jHQdBaHqXYcXodwzAMs5ykU9CtUc54hE2maFRxc3AsI9kNt4oxBqgvXbophmBnu5imdYWpp15m/oD/o7hpMf4OxTAMs74xm27V0VOlIqfLjmYoR1zTxP/h2TlM/ezn6L7tNmiN20XSXHlD4WhmQcTMAUQuuQRdn3oYZ06cRHR8BAHNFOXMk2fxawildQR1s0xhY4NbJidx7P//Ai69cT+Cu7cbL4atiINSS23MEwwhtHEzorV1SM+agxLpSBpL0pXaVpfLHVgYhmGY6iAlO0q0a8EpIZqpkp2Querbsn4n1PdI3FLfCJLTTo2Y7QtSUCNKTXuTKXVO3BPrFrGlbcgqc66YpuKWWEdki4Eecp1Coe1Ry69KdnIbssU69/ITTrmO9h2n1jEMw1RKlbour8Tt/2qs089lrnSTyHKt36/1cN0zDLNKqA2ujzbBgKahMRRGJBDAXCqFeDKxpgWmWGg5BCPvGrpYPtq9+3TovnyNzL/8tXeEkgD/8iuv44knf55XrmttacZHbrsF27b2ikS6lPE3SYLdD3/8BEZGxzznO/zWEXHw3XX7raipqeLIwwzDMExRrI9viQzDMNUmlDKlJQ9IoMqXuKYHA9DyxELbo6p60FTXguE5z8l4drIbN2AQxlftrDQ1Er0kmXQ783dKQmvCdFHlyymvNYqJOg/JdWYiXUuWOCfXrf6uQuXVx0cQXzKFNVOYs94r5bqQ1Sgr94GU7CixbbIB5zafxLlkHfYPQtSBSUY0dK7bmVAXnO7B7NyEqOcp45GgVDy1YZygxmC31zB4Qjyn+Ul4k8KdXG+HJTuS1NgSMk+9JDU661HdD86RdltCEZyeXhKS3XyiVixP3b9CshtrsurJ/fQuyloBonx5OsBJedOTEjsXlDq/MyXRSaV/h1R/o6jznM4wjP/UhBtU5ZpZZUzVJlFDT+IL1IsKmiU+UZftYiQ7PVp8Wi2zzhmdNCW7QyeN7xrbjWPoiGi8oG9+yXbzODElu1boC3MicY5EO7qR7YvQaSxLLIWWOzttSn2VL5UpkXCQPxMYhqk2OqhfNslzATqHWFKcLq50tcxA7FpaTA9Y06xXrZ901vJkczvNHUinUbu4gOQrb2D20CHUb+sxJgTMnxKENbnErFnqa9B55+2Y/PZjmPvFzxBLpYwypoQVmC7yVCi2WzPLn7ZKFNYTwOmjOP/1v0PPv/wdpNs6RIeMtJDYA/StruhyE+G6eoQbm6APjSJM9a1ROeVUsx7sQRlgrHtNd/VgGGa5WUpxk2Y1WW/ykro9JG2Zgwzutl9LaIfFY3eDOUBfV91RLCUjWalvhBTUiHxymlMuK4YsuY6e0/zyEZn7+STXbVucRacjtU6V0k6MXm3/7ibXDR9pwdvR+pyyu5W/1O1wwynX5Ss/IeufEHIdsvdhvvv2DMMw6xm3Kya6H1pcit3F0j2cYdYXapsH3zVhmOrSFI6sdBEqgoS6D3Zuwh3dW3BJQzMaw2EMLSzg0Mw4vn9hAL8YG0R6jYlM9Am4qXaF+2VdJF+hAh5t7Om0HJKwMrya8HXh762t45J49bUD+NFPnhTCnBctzc34xMfvR3t7ZlAnkuy2b9uKX3/4Y/jGo49h4Ow5z/kPv3kEyWQS9997JyKRtf35xDAMs9bh1iiGYZhiyCPXEZTY1lQ/4Tm9kLxWqHHQlL7a8r7nBUswI152pKtJZLKamWxnSnEtbQvm+otoM9Vd4sFlo6fkuYHLcwS2lw9tLVD2TvGYnG3MvKgm11H9hxwFVKbL+V4wNluV7KSAJsvjTKbLlug2Y2DefOwfkjrHAmLxTEOzU66Kx+bRL66sd6K3q8aev3NwHlGcsGU7kz6RqDeRnBayHNVbOGhtA/kIidzjRG1ApkblrY1mXU8JkSw3EVAk2KW8O0LQtvZU0G9ZlC9PPwtKL8yL0jmgLGh+Z6Khwnyi0ZZG3aj079ApVzIMU30WEjOF38SsGE3zIeNcqpBKZKeLFUBbrEz8ZtYJlGJX22RKdoSdZHcE2uA4opfvNo6zAQRj9dCHxoHWBuiJhNm2EfJ39DZaLlj8XDESKf5MYBim+mgy9E38J9PsdCHBqQl2UIS7ohYIanimTg1BzA2PYOgnP0D9B65DoK7ZvI6utFGeWqM72rHhn34ah946gNrBQaN8KStqr/iFy2Q+c1t1sZX/g733gJOkOu+1/1XVuacn57B5NmcyLCAQEgJEWGABoWxfJzkoW5Ktey1Ztnw/W9e+vvZnW5J1ZSVEFiCULBmUgGVZgtgFls2zs2Hy7oTu6Vy33lNdPdXdVR1memZ6Zt9nf7Pd013hnOqarnDOc/6eUBDjP/oRJq+7Gt4dV2nnc+6UWCihlKXT5pSdbkg+P8KKDDmREOuLy5L+nrZShZL30jegFl4jOsMw84tLiWcHWjFlhO6NLjbJjnB5o/oTB9DifTP9eovR3KJM3U92eaKo6zuWluwMQW334aWWiXU94+6Z3/M2sFmGnlw3LuS0TV2ncsQ6V61WPw+wzv08YhFHTtlJrtt9rAvBeBQDY7pYly531nqnIwmmoXl9+rY2p+/pyXXj2LqqJ0OsE2UPRDMW4UI0PeBg9r64GPdNhmGYYpjJpeR50jecYRYFfIeEYeaHqjlJSpsdLqptxOfWbcdSX1XGMb/T6xM/1zd34tDEKP7X4f349XD/vJWzVBRZxjJfVeEJZwp/8dqmsMlyORo08ifYLTDvEy+8+Ap+9JOfIp5Hrmusr8O999yZIdeZqQ4E8G7t/QcfeRxHjx23Xc6bBw/juw8+il133Aqfl/stMAzDzBcs2DEMwywGzgVEu+OvUW3xnvZlXzUm5DKz7EWQ8JUmJXmVglmuo/Q6Sosjme1nJ5vTr2dIc8Wg1SVDEjOLddlJdhbszkqytDn7pAAAIABJREFUo3rTa+mynEul2UWcU0lvsezlTV2sB/OWdWq6nlSfcGqQ7nFo28XdrafK0etr9RQ/2katNWM4G48KyY5IS11Z259ksGyh0egMUGPqSUKfqSM+ptdNrM86KZBhGIZhZhMhPFH6l5FkJ3H+F1MCJNkZ6EHMKclOe3wVQrJLnO6H1FQvxEwj/VBSk2XZ1yhJRzJS7Ayam4A3DtjNwjAMwyxIpFQqnaonuMn6qP+q8Ov01Law7MCk1wO5thYB7dzG3dMDKRqB0eJu3SRMy5AQl5KIJ5OgPuV9T34fS+/cCecVb9EOZDPvqCHW7nCg6pqr0X7HHRj9v/8O50SsLImrnngCkwfexODXv4GudRuAxjYh9KklynuijLVVmLxwO0a047W7rx/eUBBubZsoSX2rSxIl/emj43IODcMwDDMvxKdkLRLSCENKI7KT38ypdYQ5tU5QYuqbXVKcIaUZqXWU/Nbdpg9rtCSV/Jad+ibKPTC1bKPs4rmp/HpqXUPmAHIW5S1FrjPqQT9moc6cWkdi3ZKs1DqGYRhm5hSXXqdf+6rlCSBhGGaOyP77ZlGWYWaX7qpq/T7lArJ96HvhmqY2/M36C/MKgjTd6qoa/MOmS/APR17Dd3uPLIhTgmqtTn5lLrq05ztJWvzfvslkEsFgyPI9p9Mh2k5mjl2EXRkWPUfQcfnVfa/rcl08X3JdDe6563Zbuc7A5/Pinl234YGHH8ORo8dtp6P3Hnrkcdy58xb4/fOc6MgwDHOewoIdwzDMQsOukdMQq2orI+2nZLGOmK4cRvNp9aZ1kkxIZKfVZch1eVLebLHa7nZpau5cU3EwGEB3PaURAjXatY+Q7OCaGkF3GpC0Z6TzUb2ntc0ZhmEYplRSCWOoG4G7uUl0jhbSEz06p9+BXKpr1pfRxx2uGJiS7LR9YqAe8UYvnIMjUEMeSL441PqALnMyDMMwTNGo2rFDRjKpirQ5Om+JaAeakHbASXg88De3oW7tOlRv2Qz/9i2oGh1F/59+GurQkOiYSErYVJNwZuMwNbRSZwwXKW+JOBqGzqH/gUfQuWm7dvFOA+zMTIVLBc4B9bVo3nkrBp5+CtH9+4W8lpb/bEeEzY+iJuGKxHDmhz9D6y174LzpRn2RikOIh8VB9dfK0N6ANZ/+JEbfuA3BPXug7HsZE6+9hrO9p6DEE6hxOCHH4qAtoianWtKnW3aGYRiGKRWS6wyxjiBJjcQ0IlusE6+l5DqzoJaW60ogYRrkLzspjgS1bDGNyJbTzMl1dlKgXo9MMTC77LRuc3mKEesSOYMUZpadmCp/RCu7npBgV36nO6ttheMpGYZh8kLXnHzdxDCLF6MthGGYuWWFPwCHJCOqliGVfI7Y0diKvy4g15nxKQ58ZvUWhBMJPHr6+OwWrgxsqK4TZZ5t8n3nng+nXJFoFEPDI5bvUdKarMx8aD+7c1ehNi4QqXXf/tfxxA9+lFeuq6mpFsl0zTR4bxF4PB7cfedteOSxJ0VanR0k2VGS3bvuvh1+H0t2DMMwcw0LdgzDMBWI10mSWN30ZraQ1ETbZG1ISGdGDkd3femLplQ1IjtZbTplKgqHzQUKvZ6dYmeS7HZXAR2xlem34pHBTLkuTwJeDtmNy4ZUZ5RNsRlzPY/oaEh2hbBKsSOM9DuDSx2hdEofwzAMw8w1ieAEpGA9JKQkO3pRnsFN19YGYOhc4emYxQt9/o21QrJDl3ZO3KfLnJRil6zxQ2lu1PezFufM9jWGYRY03ggnYDGlQecpUbqvQaMSOx0Y8/ox2diImgs2o/3GG+Bavw7uBu0YU6edi/j9CD+/F3FZLlqNS0gqVCkhhDVPVMLAL3fD/8tnUHfTDdoO6y28gEJQopwiw7t1M1rfdTdGvnAYztAkpjGEUAYqqI4yakaDOPyNb2LthVsht7YLwa40klA9fjhWrEbjkpVo3HE5MHoWkf5BTL74Evqfew5n9+yFu78P7okgXLIkqiRRR9EZ1oFhGIZhpoMh15nFOoLktENn3EJMI+zEulIS3+ywkuvsxDqC5DQz+RL3BkKBOSk7sbxpPEOs29R1SjwaqXVUh+yyMwzDMIUxuh6bOyjT8+I6JUt6B3G+4GKYBYH4cz0frA6GqSACihPrA7V4ZbTyB3+lb4erm9rwtxsuskx4U6da6XMO/XT/+HNrt8HvcOBbJ+yFnvmGyn1ZfbMYyG5OWBiO16wwNDSCYDBo+V5zcyMcsyjY5U8PrBxe3fcaHn/yx4jF7EcEqq2twb1331G0XGdAkt2u22/BY0/8EPtfP2A73Ynek/j2dx/Cu3bdjurqafa9ZRiGYaYFC3YMwzAVyGSshCQyuzQ2s0R2LoBedxO6vPvSLx0aWY7VnWenVT5DtHM5oojGXfknJrHNTmrLltTMdbGT67LfN+ahZaQkurj22IOwaeLA1HRGOeIFDoH5xDo7qY4okCBIn60uUOopds1JGZJsvzxDsktPkyo2fXb0Ga5tHMLevioh2fW6V2bVW8NmZFmGYRiGKRfyaBBqKKQ98wnJDiWk2Cn+KpYjmEwmRwFvTVqylHrP6k1Cr+rZP5RkR+iS3TRGjGAYZtEw6Vbhnu9CMBWB3hQrU9dB8SxJr0hJGgYVsiwjKUmISzLCioTxKg+8K5fDtWQZVrz1elRddjnQ3gHUV0OVJagS3TugJclQHS5EFSfckiQkMHuRTV+zbKwblAqn7Z+9pzD4rftQvW0jFG2dqjiSyak5pltPbV2BALo+8F6MP/4EJva+hOp4XH9dNZarijoXjwyX5ICUiKNv7/Po/+EP0fa+3wbc9jXObf4m4VWfPqGt2+GUdVGxphruJcvh3noBau99L3DkEMb3vICBF/fi3CuvItJzDP7RMQSSMbHNVFWbT/sMEuQSao+qmhTioliDSiXVZTz64XNIhmEYpmS0Q6aRXpeRAJclpx0b1MU0Q0qzSm8rRVBLz288puYlQc3AkOsuXdWTIdaRlObyRqda9LVFqJPaMTdqLdeRGLh/uDm9XKpDIuTKaO+YVtkNLLaFLtfZi4FGYp3k1Y7eVqvO6qtGKYMMwzCMjtWVXfGJH3SNhYXQf5lhGCysRB+GWSw4ZRkX1TcuCMHu8oYW/N2Gi3LS3ehbY++5IXz52AEMRcPYVtOA31++Di1uT8Z0iiThE6s2YiIex2Onj1fk6YFLVnBFfcucra8St8FccezYcdv3ujo7yrIOW8FOBSr9cPf6gYMpuS5mO00gUIV7dt2O1pZm22ny4XK5sPPWm8SAkK+9fsD2HODUqTMiye7uXTtRW1NCf2KGYRhmRrBgxzAMs4AI+ie1/7xTspeBWV4zi2Opxk6/eE0/EacUOzQOzXJJUxhyXdhtLXoZDbnm+hQS66yg+mcLfIUEulKg8mXLgAVEOjPmbT46oX2GVdoFT2isqBQ7QgiNedqUq1on9HXkwU/7zXl9e4BhGIYpC0aymMHAILAy8yarGotBcnpQLI6aeqB5UqSUMYyAJDuCRLu+YdGRxJDs3JvXIFET1PaZxpL3NYZhGGbxITofSSRf6Yob/Z6UkpBlCdGkioRDQdjpQiQQQMvWLWi4/q2oufRCeFes1K7rG7RZ3NrMivaoj+xvbvKVtPlUtxcxEtCQSB+PptacWnkqFUBJ6hKelJqyajKI4DO/xOSvnkLV0vcgoXiEwOcwZi/BgaPJE0hphFTeunq0v/fdOHysB1Xa+ZiSkutk6KMVkxBYvICWQCKhbTNJhe/cKMae+AGarroejvVrrcspWd9dkFMTyubtKKfuzbi0kjkcULdtQ9WmzQjceQeCBw9ibM8LCP3g+zj78ktQR8fg07aPS3UIXY9UOjU19nJqteIVOb0+luwYhmGYwkQnMwcINFLrCLvkNzNWcl2ppIU27dGQ6ozkN0qu626L5MhpVnWgAfuQXCOeG3Ldvl79nkx26h6RTq2bplxnNX1nIJJ+vrHhZFGpe0JmpM1q06RiTrYjEY9hGIbJhTrccrIVwzAMw5Sftzd34hs9hxFNzjzle7Z4e3MHvrBuu6Vct3tkAJ987QXtuku/Vjs0MYbdZwfxvzZeLNL5zDgkGX+5dhtc2jnFA6cqL2F8Q3UtuqvmSCDK031usZ9z0XnlwcNHLN9TFAWdHeUS7GzWn/6vMnn9jYN49PEnC8p17777TrS3zUwIdTqd2HnLTdqjAy+/ss92ulOnz+Db9z2I97zrLtTWsmTHMAwzF7BgxzAMs4AgScoyoJvkL6uEuHkiPpHnZL7EBtzpFSDP4c2cREeY0uho+zauyL2Ka/ZG4cbhaRfnwo3H0eTXW49rqrwiwY7kujoHNYynymN/XWZLd/0xDAY3m8o5iZ5pjYPPMAzDMCXSNwy1awBSaz3ioyNwBltS90G1AxzHCTHlQoh2euNPOsluoF6k2NE+J0g1eJGwsNgbPBiGYZhchFSmSkJqi0uq9qMLbpPaa5HaGsRWrUL1FTuwftddUFasgFztg+R1a8cNRSTKSencu1xkpwOKzyskLpmOMUUMq2pelqwm4Rgbw6Evfw1bL92hrX81JLoNoA9Jbt/CbLncpFZakvyc2i8kq7lQ/c53oP65ZxF++Al4wxGRuhcX9aG6UalLSKeR9Xsj/ngSY3tewejP/hMNq1YCruKTifVy2rxCD0pqW5Ns19gIX3UAvs2boN51F+IHXsPAz/8Lp37wQ/hPDsE5MgaPqpdfUZOm7D9kCHcs2TEMwzDZSPLUkcFIQstIq8tKfSPMyXUEpdflo5Ckli3lKSaxjqD7+EbqG2El1+UIaqmyE3ZiIMl15uS96WAue45cp9WByk5SIKGLgf3pshPZcp0Zo/w5pJqTSLQzEgZF4p2ceZTnZDuGYc5H0tc/putHel5cypU+GAw3HTPMwkD8uXIbB8PMOSShLfNX4eD46HwXJQf6RtjR2IovrN+OKiXzPi2dCTw1eBqfO/ByWq4zOBGawKdf24u/23gx1mQJa3Sf+1OrN4v0vu/0HqkYz4m+/+7pXDln61MrpuZzz8DgEPr6ByzfC1T50drSVJb12B/T1Ird/m8cOIjvPf4kotGo7TTVgQDuuWsn2ttby7JOkutuvvF6OBQH9r70iu15Pn1u37rvAbzr7tvR2NBgOQ3DMAxTPliwYxiGKYYCAltL7Wntf/tGV1WR9RQyu/eTck5joZkaXx0GQqYXSCDLTrEzymi8TtNQA2hMQdATQSMyR2otZf2FcDnsLyz0slmMOpqdWifKPk35zh0DInk6fdG6jG1G68hKobuoVk9/a/b1YjR0Nj0bJcOZUUcGsW61/U1NkugGgwHL10mGW915Ni3XZZCS64raT7K6jtGyDww1pso/jKUtneg5aj2/MSrudBHly9N1jeTBvMxUriwwP23bfMz075C23xCKjB1kGKYseJwBhOe7EEwuqRS7gSoJLX0jcDc3IRacEB2f4fNBimjHG1/u8TAbSoTJoLUeOGt9M5c5j6H9jWhtyNnnnLSvOfVzQIkalqSZDTgRlxxwqDxa/nzhVAqcSzIMw1hCWpkMRVERTSYRdDgQaWiEf9NGdLzjejRefSVAopivGglJQlyWxEi9iZRelw8S7BwBH8IUcJeQsrLUrBo5pZznzmQC0msHMPjAQ2j+k4+K45aYU1LzqH12NQWMSDlV1Wrd2oXmO3bh8PMvQjpyBG4jxU4tvYHaKImslVcJjuLY499Dw+23A21tgKO8AzqpKbkw6XID2o9c5YeruRadl12Ajttuxegze9D/1C8w+NLLcPT3oSapfcbxGNSUDjm1HSp6oFuGYWaBaIKbNGeThSwv0T3dYto4suU6s5y2f7g5Y1pDUjMkMxLP8ol1hZLuzPfmDbnOLNZtWnpIlC9bTjPLgdllJ/TUupmLgfnqZ4h1oh6+YcvUOiq/gTmRzkgMpHpR+Qmqg4Eh5gmqM+dN92KI5967X8j7K8MwTCmwasMw5wd8f4Nh5g861r63axX+4o2XkCxKYJ87rmhowZc2XGQp1+0bG8HnD7yMkSy5zuBIcAy/9/Kv8S9bL8P6QF3Ge25ZwSe6N4nl3HfyaJHi/uyy3BfAWxrLIyzNnMV9BvbqvtcQjVqnAKxauQKyXKbrbRvBrgJ2N0sOHT4qkusieeQ6n8+Lu3fdhs6O9rKu2+Fw4MZ3XCekxBdefNn2b3JwaBj33f8I3nX3HWhqZMmOYRhmNuHWKIZhmGIokA7Xf64dNVVnbd/PJ/WI9ws0/OrSl82JMcliidTFjSGomcvrTGSktGVLY8WsPxsSlQhjNNFo3F7ey8BStEtkPk4Hqn8+CdKcaJcl1zmqxuBGn76Y6gkYg/esbRxKz2Kkz2Gp/kCynB3dNoOwklxHGHIdpdcJMdFU7enuJ1TWA9rjqKhGp+381MDeNYN+y6J8ea6jRycKCHzUyWAmkl1Msd6HUkzGqlEDe8lupn+HhTooMAxTfsKx8fkuAmOG0sS8NelfW94YATbrI5jJo0FxSFP8Hkj+PEm2JkjEs71/2lgL9FbeSIHMPNI3DJFZZ9rn1GBcH2gBpqYOefoSAMt180ssMbPBIBiGOT+hqzhKrYu7HQhX+VCz5QLUvPvdqLr8Cji6OuhCULsOdWiPlIKmQKb0N+0EREmN5K+mlmF1qau4XXDWVSMsy0jG42JafTrrhmHJIhpA0WaqCUdw5sc/hu8t18B/2RVIuBykyIlllZJhBzGcgT6HpCii4FWXXI6669+G4a8chzOWFGl+agnJdealS1pZk9p/Tu14GH7zAPDSb4AbWu19wmki0hbSj6qQHeGk630flC1bUbtmPapuugFjzz6Hse89gTO/+iWqQhPwRaNwJ6hBQ//gkqmCl9LdoRI6izAMM31cShx8xj57GJLaQiXj3m6qOSA27kgLXgQJXvt6O2wT63rG3eLRSjQrlFqXg0m46wxMdXg0y3Wbuk5lJL6tanwRrlq9I1f0nCsjuc5KDKTyZyfWWaXnFVN2miY9r/Fomo/Ws7HhZE5qnVF+EuModY6QXPpnER2fajfa19OdFuuM5EAzRnIf1Tkt2VExqAh0KhfnzFqGYZjS4esfhlkoLG6Vg2Eqn+ua2vH1noM4Gqycvglva+7AX63bjipH7mDzzwz3489e34thG7nOYDAaxh/+Zjf+ftPF2FaT2efQKcn4VPdmkWj37ROH5/Wsge4T/97yNZZ1nQ8Wc5joRDCIvS++YvkefQ4bN6wt27rkPBuy0u7THzx0BA8/+gQiEXu5zu/34V133Y6uzo5ZKYOiKLjh+rfC6XTi2eeet/2bHBoewTe//QDe++670NzUOCtlYRiGYViwYxiGWXhYSUomgS4tmxHx8n7NG2JdSVDZzMl6RtnMYmC5MKf4ZdfdSK8jTHLdpQ49GpDEQ0OqM4Q6s0inpxQWkdJmgZFap0t1xqsFUv8YhmEYphKZTElvdMhsbYB6dgDSQD3ijV794tJfBZVS7OryLMOM3yMeItr87gFo8zUDvfaDFjDnKanURJLs1C59n8PKDqihEGS/IzcNkWEYhlmU6AlmejabSml02k/Y4YDU2grH269D9z13w7P9IpGoCxdSU6Y0tlTKqaQmUr/rMlyuEjeF5Pci2d6CuCzWWFQJs6ejWaWkhMiLL2PoK/8O/5oNkJsboaZGgVXzrD+rNOkp1dSvkkOGqi2r4w9+F8Gnn0L0jcPwa/WTUzVPltA9yygHSXauWBLVwyM48v3HsfKqywFnLVRV21ZlvIVj1IZKqpfTpb9C/qPTDceSKtQvW476nTvR8cpvcPT+byL09E8xeegUahKqkOzilAKomrefkWpXajYgwzAMs9Axi4HGoIBn41HtYLg8b2qdeUA1Iaml2l4KpdVZkT29Waqj9DdKfiM5jbCS6wyyxTrCTq4zSIRcMxvYLrsO2iOl1hllF4+p8ptT68zlJ7kuve2DtO3X5Gx7wkjeM5Mj3NG4Tdoi6iJT7TO0fLNEudCFUIZhmJlQSodktdjLWYZh5h3x55r1981/vgwzN9Q4XfijFevx8X32UstcIUPC1U1t+Ov1F8CvZPZ7o7LtOTuIz7y+1za5LpuByCQ+sX8P/mXL5VhTlXntpUgSPr5qoxiM7j9OHLJZwuxzQW0Drm+2H0yeKQ/JZBJPPf1LTIbDlu83NTWWN5nNVrBTKyrF7vCRY3jke99HOGL/N0Vy3V133oYlXbO7n5Jkd921V8OhPf7q2ee0z8x6Q42OjeHb9z2Eu3ftREd7pSQ/MgzDLC5YsGMYhllsFCmu5UthmzXMcp3xOBuSndW6asex1N2EU84jaamOKEas06U6b0qUs45JL0Q6sY5hGIZhFiHuoUkkcgcgz4suRY0hWeMHRkcKTs8wZuLaPuMMtuhCJ/Q0REmZ3siGksoj4TMMw1QOaob0lpCMV2UkVBmKpCKGJMIuJ0ItzWi49q1ofuu1CFz3NqC6Wjsp8QAkr5F8ldEdIvWbVLzSBq8fiaXLEfN4IEeiotFXMktuRaFNn5TRqM0w/l//hfDu5+C96QbEJAdUSV8K3RWh5DnzLAWWqK9f1lPtHB1L0Hz3PTj1z/8K79Ag1GQJdcxYpiS2D5XHk0xi5I19iBw9CPemrYDLjaQ0JcZZLX06UpukrU02aYZC4nMb94lkIUs6L70Ea9auRPiWG3HyW9/F4C93w3umH95kTGy3pGr6rGU9hU/R9hWpghrpGYZhmPJiFq2y5TqS0/rGz8CpXmApd6XlutDU6P3pBLgSJDVzUpxZrrMT0wg7Oc0gO7FOPDeJdcShM26t7FPJe6Ls00zcy66DUXaj/FR2v98lEvesym/G2Pb5yk/b3oA+A+L0WFd6+UbCXUNVg778an1aSrSj5VtJdgSLdgzDnA+QdCOVHKciwSJonWGYCkX8uWp/tGbJjv98GWbuuK65A1c1tuEXQ2fmrQz0N/+Wpjb87YYL4VVyu3U/OzKAT7/2QtFynUFfeBIf3fc8/nHzpej2V2e8R0l2H+/eiLj23fOd3rlPsqPUuo+t2giXPMfXdefhveP9rx/Ay7/Zb/v+ti2b4HK5bN8vFVu9Tmz7yvgAjvf04qFHn7CVDgm3tk3uuuM2LF+6ZE7KpCgyrnnLDkiyhF/+6lnR/mHFudFRfPfBR3DPrtvR2dE2J2VjGIY5n2DBjmEYpgIhkQsoNvpl7pASqQbL6STZmSGprhxyXVzJ/N1CqstMqTuMddqjOjKIdav1SzkrqY5Y3Wmk53hTnwdECl02JM4VAzX+YuaDyDIMwzBM5dA3DHRp5yt9I0BzkxCe5Bo/HE31JS/KUaPN0zwplqVqy5T6hgvPxJwfUGqityadYidRwmGdts+tL/NN7EQMaiwGKaJ3gsTAYHmXzzBM2fFGJLAeuzhRdc8rq4lV0l53IuSSMV5XhcC2rVj3W78F3xU7INc1aBfdqdvcRodDNdWLMMdbK6FrkscDb3c3RmqqaUjQ9JwlN/1SKpyqIjYygsNf+wo2bd8CpaMTcUWekuXMCy6iiOlJSKbzVaF2504M7XkREz/6ISgf2FHcYizKKgvBTk0kEe3twdn9L6N13VqoLqf296aXV57usm1I582lF2rawrIihEm1oRnuq6/Dig3bEH7xJZz+j//AyDPPwT0ahCsShUtWhaiX0LZzUip/GRmGYZiZYSSbiXvkM0RIVUbrtsXidLluA/b1LrUR6wLp5Lq0WJdFqel12WTKabmpb4Qh15E8VkxinSGkkRhoTt6bTrnNYp1V2YnlTeOpsveL3+3Kb5At11kmBoYCyCGky3ZCtNOmpW2VQ7W+nezgNDuGYRYzRgCdWa4zCzjZMo55mvQCGIZZUJj/3vlPmGHmDof2t/fZNVvx5vg59BlthXPMXZ0r8KnuzXBnyWb0XfDiuSF8+NXdmExM77q6JzSBP/zNs/g/my/D2qwkO7rr+5nVm0Wi3TfmMMmOvu8+vGoDttY0FJ64zKh5vmGlRXhnmeS6J578MRIJ6/sGNdUBXLBtS1nXmXdwiAo4wB07fgIPPPQ9TE7a/717vR6RXLd82dzIdQay9h1wzdU7hNz306d+IdIHrRgbG8e373sQ995zx6yn6zEMw5xvsGDHMAxTgUzGqgtPVCx5GkuniyHaUSJbNF7C6CUkxBkSXLnlOgMLuY5S6ghKqhNC3dJ8Qt0UemJd5mvFCHV2HQUMMdHYftOlHB0RGIZhGKYc6LJTsy4jNU7dWCx2RF3J54Pir4I6GtRfaK0Hzg7oz0mqIrmKYQxIsmvVG1koNTEWnND2H9IItBM2N4QkJzril4pJrlODccjG/sgwTEUz6VbFnz6z2NDFSUp3I8lOTyGTEVOcmPT5oWzeiNV/8Nuove4q7RykSTvn0M43HE4kVF3/KnlA/3woChpWrkRfbT0SPSdBR5i87b6SmjMFZaslVEXUy5lIIrx7D0YeegS1H/wAHHW1SEozbK6XElCVJBzLl2PJPffgwAt74e4fELJZvk4CxeAcHUfyhVeg3nwb4v5AWgac+wAEWhul8wQgt/rhvbENKy+7FENP/BiD2raceObX8Ecj2vaN09aGJG65qHriYFl3CIZhGGY6GHKd8bxs97aNS7/o1LJJ8nKq9Wm5zix37R9uFtPZSXVikaUKavRolV6XSq0jOS07sc4siolENlcSdeNTkl22nGYk1uWTAksRAi3luqx66HLduG3iHtXBVRtF9JzeVpIt1+3r7bCUGq3KTttsYLITzaFJHBsMiHksRbtqbbu6TR09zYuKs2THMMzixbj+Mt9vNwt1VnKd+XU19zKVYZgKJvtvmu9qMMzc0uH14TNrtuBP97+ASHLuRlCXtWP8La1L8MlVGy3lutfGz+GT+/dMW64zODUZwh/95jn829YrsMqfOwDKx7X1k2T39Z6Ds376QHW+u2MF7mpfPstryodNLRfRl280GsPze/bi6V/+GvG49T5N55hXX3UFPJ7ytrjZ35ufedsm/SD/AAAgAElEQVTFTOnpPYkHH3kMoTxyncfjwR07b8bK5cvmrFxmaPtdftnFkLTvhJ899XPbz4/q8N0HH8WunbdgxYplc1tIhmGYRQwLdgzDMMzCI1uui6cOZ4a8VzuefovkOkOsM6S6ltrTqKnyorVmLGMxufLc1O9TDf/F3bAQI+lmYTTwlku0I/Q6LceBocYZL4thGIZhpoN6dgBSa70QnhI1QaihUMn3nZM1fsQbvXAPZL3Bkh1TiGAY8Pn05Dmnc75LwzAMw8wQOodQVBGkBoeDOoFLmICMsfY2tL/rbrTechsc27cCbroPILLWIEkyFMi5C5opsgzXkiVQ2jsQeXU/vEKXk1L/W6Bmx+WlJMGUREfSm3fsHE4+9jh8O66CZ9NGSF63njhgstZKKrqk6FKhxwXfdW9B4NprEX7oYbhJOi+ljVrN1ObEIsNRxPa/juREEHK9mq7TNEpZFvRbKqRROiE3tqBp112ov+BC9N1/PwYf+x7cp07BPxmEI6kimZVeyDAMw1QG5ZDrxD326JS4dzau/ZJcI54bgpdZriNpy5C77JLbSk2sS0+feiRJzEh+m5LrrOU0VyAKNSqL8os6RHRBzSynEYZct39YH4HckNNEHUxC3LTLbqIzEBGPGxtOplL38st1BlbJe2a5jrY9Ybn9U3U4mX4hlcqXFSZPZZiiO0dQZBiGYRiGWSxY3cZhP5Zh5p7rmjvwJ6tC+IdD+xFXZ96nqxhua1sqEuS8Sm5X7sPBMZFcNxAJl2VdZ8IhkWT3z5svQ3dV5uD/JNd9dNUGhBJxPHDy6Kx9B9Ft2x0Nrfh490Y4ZR4oZbY4eeo0fvLTp9Bz4mTe6ZYtW4JtWzaVff12gh255DZjRMwJp06fEcl1wWDIdhqHw4E7b78Zq1etnMOS5ULb8LJLLxJC6k9+9rRtAiHV5cFHH8eu22/ByhXzKa0yDMMsHliwYxiGYRY+Hr0BWKTXZSXXZct1lFTndcawrFqCi46C5n7Yjmix/lxxGEdZbudlGIZhFjt9I0BzU/pXSU1CTXV0z5ccIvkdUEMeMfC8XEMdsk7ob1BK2dA52/mY8wySLEm2zEIkzVECIkmd/uknQJvT62hZ8dERlD8DmmEYhimO1Cj72uX9mCRjsrYagct2YOvHPgLnJRdC8gWE+GZMOsP8t8KlCVSj9YJtOPX0U/BE45CTqp4eYLta442pFmKH0RFDe8kbB4Iv78PZr30DbX/7RUguF5KUuuZwwOiuUcoxSDLEQrof0lSHjt9+Lw6/8Dwmj/fAEy/lZkRuhTxqHMETx5AY7Iejo0sroyJGlpVE3eb2SClJqlDr4mLNsl7cgB/Klk1o72xDyzXX4Ng3vo7h//wJqs+dg3tu+r4wDMMwRUASlDnFrlTMA9lFJzMT0wiz3GVOfjMLXvkoVVAzSKfVZYl1RLacZiY67sopv1XZ9eQ3PcE9J/mtBLnOkNqyp7Urvzl1jzDLdUS67APFbXsjeS+HrPJQHY0yUd1Pw/qzG0b9lOwHvc3HLNpxkh3DMAzDMAzDMDOBbju+v2sVYskk/uXo64gmZ/dG4+8vX4vfW7YGLjn3fuurY2dTcp19ytZ0ODkZxMf3P49/2nwZlvqqMt6je7B/tnoLHJKMb/ceLut6Cdq+N7UtwRfWbYfbos5zia3ktYAHbqM6nT5zBs/ufgH7X3vDNu3YoLamBrfdfAMUpfyfRb4+IvOlkJNc9537H8bERNB2GrfbjTt3zr9cZ0Bb8dJLLoTb48b3n/wx4jaSXSg0ifseeFRIdmvXdM9tIRmGYRYhLNgxDMMUAyWjZaemmaBEtPQImxZQYlm+tDJq8LNKPDOo8dVhwH7gjMIk8jcoFlp/IVwkpuWjwPYrCfNyaLnUiUyr39J2l2gMdqNPiHWEIdftWPEM+s+1C7mOqPFlLtKoP40cm287lLydqF3XdKSdaeOuWD/y7ye9ee6rGI3l016/UmD9VfZ/A4JpdlYodn6vcyzv+zP9O6TtNwSf7fsMw5QfjzOA8ozFxpQdEp6GIEQ4qfesuAUqDdSLFDpnsAVqOISEywuHGqdeXFAlOecmqng/MgnJ55u6hdrcBIlkPW2ZaamKU+yYIolLjmnf5DDkusTAkEhjJGmU9m1m7nAqBc4lGYY5LyCNKq5du0VkGclVS9F0z11offf7IHctQ0JRIGuvS0mI1DYjdE2arbZYWYLkcKHxkotwSLverT87IVLo9H/FoSfXma4zkxLqQxGc/uETqP/ge+G+YDukVMq9mv6/hBZ8mpzi/iRFW3QSvo1rUX/nTgx8+d/hOTuzwQpowITx4QFEjhyDa9OFIjBQmvP+6pnbQs56S3wS1TVwXHkVVq1bg9Mb12D8O/cheqwHvkhcpCHyeO8Ms3iIJrhJczaZTSmJBKhi743b3Z815rVKTSO5i9h9eKlJTgtkyF0kmpUq01klrtEyzHIaiWmU+rYiEkWzhVhnyGBUXnpuLr9ZTBs4UIdwkypS66jshFX56ccuiS9f+RMhFxSf3o5TbPnNqXXUBtQfWpNenlX5j7qrLLe9kV6XXXbz50Gv62Pqe7V5O9EcmtRFu7EutA/X4tJVPWJdhvhnbEsqGwmcVD41dU7Fkh3DMAzDMAzDMDOB0qJ+Z9lqka72j4dfQzQ5w75ONusgue73l60VyXHZvDg6jI+9+jyGorPTW+JIcBy//8oz+IdNl2BtoDbjPSrPJ1ZtFAl+9588WrZ1Ui2vb+nEf1+zdd7luny3jGd7UL/ZIBqN4URvL57f8xKOHu9BLBYrOI/X6xEpbXW1tQWnnQ62gp2IsJuVVebl3OgYHnjosbxyncvlws5bb8Sa1avmsGTFYaQM/uBH/yk+byvoc3/ksSdx0zvehi2bNxSQHBmGYZh8cGsUwzBMMRSQw0jeqqmy74CbT+oR7xeQtkZDtOyGvNPY4kxJaDNYfzZGQ6Ux8mw07so/w2zIdXFt3e6YSKxb6m5Cl3efeNkqtY7EL/p8SMAiua7O4Zqqh6nqhbbDtCRE04DxM23ULW4/6bR9nxq1u2bQb1nsx3mqMDpRQOBLdUKYNjS/w34E/slYNWpgL9nN9O/QdrRdhmFmjXBsfL6LwBSib1hPmxPPR+BubkIsOAFnZFLkmqS7iDvcObOSfKe6vdr7dPzwIVHjz8xCsUgsYxgrSNIkhNBZ4m0OGrmP0uuSKblOpOINDM5CKZlCxBLlHYGTYZjKRkpl3dJ5QpKarB0OROIxqJKEuKcakY3rseLPPoXAZZcC9dVIUGqdKk2dXBhyHTC7I8oqTkhbtsG/di2Cu1+ELKtIascOWTIKYWoJVpHVMKyXN5m+8aDX1qHG4BwexKGvfxUbl30BaGjUrkdl7TxIOzcStqCj+EoZk0mKvu7aRjTdsQv9Tz2D+J69cIqbEkmx6STRbl38xqLBmRXtEj7U04tALKIVS07JfLPdKGu9fNPHnjEdpQDSJpM6O9Hxex/C5OatOPT3f4+xPS+hNhzX9jOtEpQ8qH1ulLGcTH1IC7GjBMOc77iUOErJ5mRKY7alpBnfG3dpByY9IC4t1+3rXWqR+jYld5mT32Yk1xFZ85vltPbqcWxd1WMpphnUNR6zletE+d1VOHbEuuzZ5S85dc/ivrxR/uzUOqP85rKTIKmaGgasyn8o7sLAWOHy25XdeH1qvkzRDlgqkgHNmCU7aqNyKpxkxzAMwzAMwzBMeaB7h+/rWgWXLON/vvkbJAokgZXKh5avw28vXW0p1710bhgf2bcbI9FIWdeZzYnJID66fw/+z+bL0O3PTBEnufAzq7eI5w+cPDpjH4pqeWVjm0iu8zucM1zazCl+CL3K5uzZc/jN/texX/sZHBoumFhn4Pf7sOv2W7Gky76P4Uyx9esw99t/aHhEpL+dG7Uf1NnhULDzlhuxfu0a22nmG5LsKG3w8e//yFaijEQiePzJH4l946qrLoci870RhmGY6cCCHcMwDFM0hlg378SnDl9Wct3lXa+m0+paa6aEK0OsowbhHMzXHVbX8oWOmAV6d3BjLsMwDLNo6RvWuyfXNYtfSVCiNDAS50igIygBRXT8NkMd1mH0k5+E4q9CpNGLtIrXWAsMzSx5hVncJEnK9HtmvBzaXxEMi31XOXJKf+3sAHe7ZxiGmWWM71k6F4gnVEQVF8Zr/Wjd9S6s/tAfAmtWQXU6RTIbpambc96odXYuvqdVSrFrbkbbW69D34uvIh5P6oMIJMwNwBbCljr1oGa8qHce90eTOPv9JzB84cVoePd79LQ8sWCpdGEwZRnKkgOqS4Fzwyas/MAHceS119EaHhcDC6lTE5awWAlOrTwDhw6jRbSGJ1IRdvN3fyN7zeltLuv/qfWN8Lztemxctw69X/oSBr7/Y1QNDcITJdFOyvg8+DjPMAxTuZjvpRuD/BEkU1nKaWMBHBvMlLuEIGcSy0qV0oy0tez5KP0tW667NI9c56qNInrOlV+uM5VflD3kshyobjp1EJhS94hMuS43tU4k1gWiUKOy2P7mz8BSrjvjxv5hvVOeIchl1yFf2a0S+XpCqUEdhUvZAJwZTqfZZYt2qNYf6qBvc8v2H4ZhGKZsUKfdkZGRsl5TUboGDTxDqfVOhwMutxsupxOyoujJG+fRhRx1jB8aHEQ8kcioLm0Cv9+PQCCwuNNIzqPPmmGYyofkt3s7V8Ih6ZJdpAxJdjRw2ye7N+E92nJli+/zl0dH8CevPoezseiM11UMJ0ITIsnuWxdchXaPL+M9h1a+P1+9RWyH7/QemfY6dLmuFX+38aKKkOsKUcxxdnjkLI4d70E4HEFyFhIOrRDBb9p/Ce0cIRwO43RfP06fPqP9XlpYQHtbK3beehNamptmqaQ6+VpwivVVqa5vvHkIbxw4iGg0Ks4VxU/q3FExflfoNXouid8TySRCoRDGxia089azGJ+YyCsfUnLdrTffgA3r15ZazTln88b1cGvlfejRJ8Q2sYK229O//DUOHTmKCy/YirraGsTiCUS183jaNvlwu13obG9HVZV/NorPMAyzYGDBjmEYZjFDaV/xRfRV78i8KF3a4rFMriO5jsS6Zr+s9/1Kzx9Ni3DmRvqcZDOS7bKv6S3mMzcslwo38jIMwzCLAhLgSITrG4baNQBpoB5Y2QE1FAKl0gnJDuTW2dwsN0l2MESpVm0Zr85J6RkmTSI4geToCBRKr+vTO0SKhEaGYRhmlpBSaWIS4tqFe1RxINRWj+YP3ovO//YhoE07n1CUVGidkXU3t/2rqMFVpLi53KjbcTXGHnwMkSOH4FHjM1bMnNqCvcMjOP3EYwhcdSVcK5ZBlV1afeUZ1VF0SnQ4UHvTjfA/+iCCv/4lPJGESK/LSdwrANVRjScRGdbO92JxwGMMg5DOKK44ROcHtxvSshVY8plPw7N8KU7961cRPdkHdyIGl1qpJWcYhjm/obQxg+z773ZiGmFOrrOkBLnOkLyyk+IMMY2kNPGYFuusk98MjHJjYCpxL1tMI0hOo9Q9q3KbKaUO2WU3ym+WAolsuc5MdHxKCiTstr9e/gbxe0ZqXQmJe8b7GaKdaR5dnGxAM4ZxGlPbispCZadyifJbiHbmfcuAB0NkGIaZGb955RV8+tOfLtu1FXW+VhwKHNq1rEe7nquprUVrSws6u7qwdPlyLFu2DF3a8+rq6jKtsbKhjtIf+9hHcerkqYwO/klVxZ27duFDH/rQPJZu9kkkE4iEI/D5fYUnZhiGmQPom3hXxzJxr/SLM5Tsap0ufKx7I+5oW2b5/v7xs/jk/j1zJtcZ9IVD+N2Xn8H/3nwJVvkzj7ckMn181UZxTPpu75FpJfldUt+ML264EIEFINcVw2uvH8D3f/gTxGJxJJNJITMtBJxOJ7Zt3YzrrrkSHs/MB7AtSD5Rscj96Kmf/wrPPLdHbOfZgs5Bb77xemxcAHKdwZrVq3Dnzpvxvcd/gMlw2Ha6k6dOi59SqdHOu9950/VY071yJsVkGIZZ0Cwi64JhGGbx4HVS6lrdzBdUZrnOENHmNclOSeo/oEZh/aaCWa7rrtcbT/W0urhoLE03olpIcuJ3Rc5txDddmxki3dk4rU9/YzQETMZKv+A0EvXqoI/A6nJM/8ZIS+1p9J9rn/b8DMMwDFMWDMkuRXx0BPKAH0pzI0iym4qks0dyOrVJfXDUUKezE1C76qYa6Gn53hrtwDs6C4VnFgTempyXKO3Q6a+CpO03kt8h0hJtRc5sjMavREzsZ8lQSKTXOYcmhVwn0ut6z5av/AzDzAreiITZa1JjZhsjSYwEuoikIti9Ais/8VFUv/MGoL4FkBXxviHh0T/HNMLdZgQ1ACsQ63et2wD1yqsQ6j0JTziIpBpLl2U6A8fTLFVx7bDzq19j4sEHUP/xj2nHMbeuwAl/LZU5N52FOx1Acx3af+t96D3wBuTTp7TTMTXvCK120OjMwaERQDtOIrBQOjPS5+aA1L4ELf/tD+Bq6cCxf/hnuA4ehiM2iWQ8CkV7Xy2iUX4624xhGIYpnvQ9eaMZwzQmnSHXGWIXkZ36RmKdIaeZ0+tKxSx2WaXWZcppuWIdYU6uyyemGWLdVPkb8pa9VLEuG0MMXN40LsqunXlZinWWcqBF+YnM7d+QTt6bKUZqoBlaLomChmSHEMR6zWl2VBfCSrRzeXPbX4z9jkU7hmGY6TE6Noo9zz4Hj3MWO8nT9b+iwOf3o6GpCdu2b8c73/lOXHvNtaipq63kcV9mDF2H7nv5FRw7clSk+RlE4nFcfMkl4v3FmmA3ODCA++67D52dXbjjjjsW7WfMMMzCg4ZEu7NjOVyygj9/fa+QnktlS009PrtmK9YFai3ff2l0GJ/ctwd9kcmZFndaHAuN48Ov7sZXt+3ISbJza/X+1KpN6PZX45+OvI6hqL3Qk81mrd5/v+kSIRdWEtO97RsKTeKHP/mZeFS0c5XZFL/KydIlXbju2qu1x845W2e+85VkEQMBUkrgc8/vndVtTGW88R3XYfOm9Qvu/Grtmm7suuNWPPzoEwhNlvd7Y3RsDE88+SP8we98kJPsGIY5b2HBjmEYpgKZjFV2pyVDtCM5LBqfo4vguKJdtcfEU0quI9zYJ+S6K5ceS4t1RnqdVjrL0UkJel2Id1SPrHv/2Y2qoiE/rjfCklRHGJ/PwZOlSZAkxKVbd7UykgQo5L4S49oNWK5jGIZh5hUS3kzikxCS6kbgbm5CoiYI+KvErVHZr112enJHGxUJLWoSCdkJJRmbekObX6IEMVpeq96JTkh2zPmJsY+lJE4hX7bqo/9T6qEh15VMIgY1ltrvgmEhhlJ6XY5cx2Inw1Qsk261GIebqWRkFyZcLmDtWmz5m7+E46qrkPR4kRAinaqdK0iQ5yG5zgytV7hudY3ovP0OHHzqKaDnSFmW7ZAdaAhHcfSb30H1294Bx7btSDockOz7yBdN0uNB9ZVXovrW23DuG1+DJ6g3sJbab0ChxDeaNxxJS5GyUFvLUMhZRNSTJLtAHepuuwPupjYc/bu/R/CZXyCgvZ5IJrmfHsMwzAKgb/wMBs92W4p1+4ebM6bNFryKEdNyILkrNZ85uY7kuu62PIl18pupAf8ysZLrzIlvdmJdsWW3Feu01zsDkZzUunxiHYmBRCE5kLb/scFAuuxW5S+lDsXMN7V8Y535RTtzvSx7QsQtXmMYhmGKRpZkyLKUIX+VG6ODcyw0idNHj+HIgQN48P77sWbtWnzik5/E26+/HnV1dQuuI3SxUId9hyJnbGOSOeRFVl+SGyKRMI4fO4Ynn3wSX//a13D4yFF86W//P5brGIapOOhr6da2JeLxL954qWCSHU3X5PZiY3Ud7uxYhsvrm+GUrAf5eHXsLD6+bw8G5kmuMzgemsB7X/wFvrp1B1b4M5PW6Rh0Z/sy3NDSiZ/0n8JTQ6dxOhzCSDSCYDyOOLX5a1/s4h5y6nFLTQP+ectlFSfXFSLfIehMXz8mJoLiOYlflTxAG31mHR3tuOKyi4WMJctzO8hM3vOWIrbbwMAg4vHZu4Cn88hLLroAF2zbsmDPKVetXI733LsL9z/0PYyNjZd12ePjE+g9eQrr1q4u63IZhmEWCizYMQzDLHbyjF66IIhnlb+WLgg86PLuSyfXkVw3Jdbp6XVOd9ZFVizzV7usA0O+E7NEpg6TemJdNUYn6IbGZIbcdmhkefZiBINB/YYDJesZ9J/TJcC+0Woh2TW7ZV3yi1kugmEYhmEqG0OyIwGutUGXkwbqEW/0Qq7xi67XKiWM5QaQCUiyU+iYrDiFKJVMzSPeI5GKU8QYGyjtkNLrRHJdarRkIW0WmE+M8GuS66TIJOLBCbhT6XXpfa5vmMVOhmGYsmJ8Q+uN6wntOzvs0r7HN2/Byj/9GBxXXgXV60uNQq99T4vpHZBVErqQstzmtpGTVikZtw6cCnzbL0DbZZdiuPcovJIkJEApKU2rVJTcN6nG4UgqUM4M4uT3HsOy7m4kaqup1lPVVU1LL2FFEjVQt7Sh8Y7b0f/j7yNxrAciE1AtfiF0VJWTWh3DYSASnUodxPTqPJeI8gkbUHvm9cN35Q4s184b+j86gonXXoNfTkCdxcZ5hmEYpjiM+/B0r16Nyhn342nQO6d6ga3cRdKVnWBWqtyVTk7THum5tVx3LkeuIynNFdAH51Oj+jxGHezkuv3D+mjxhjSWCKU6GqbKXErZbadNvW4l123q6slIqxN1qNXrED031enRXg7Ut3/PuP1QF9OV6+wwPuce2lbasqdS7TrRHMrTAbVaq9/4sYy2IsmVGnzRZnBGhmEYZmaIDvUldDQX125S5sA6EnX+Vo27B/rvPo9XdMQ++uab+NhHPoI7du3CZ/7sz9DezoPRLlRISjh+/DgeeuABPP7YYzj4+gHtGJ3QBzqaYwGAYRimFG5pW4JVVdUIJ+JwydTOLQk5RzLdMzWOhPUuF+qd7ryi0YGJUXxs3/PzLtcZ9IUn8eF9u/GljRdjTVVuA79fceD29qXY2b5ECHWjsRjG4jHESDZLHb2ptnRvuUU7ftdUrFyX53wlz+dF8jt93pUs1jmdDpFYd+klF2LFsqVwzOKgCPmQ5HytCIVbGAJVVUIKnI0EOxosYvu2LXjbW69esHKdQWdHO97/7rvx6OM/wKnTZ8q67IW+bRiGYWYCC3YMwzDMgmKpu0nIdQTJdSSvkbC2riEMV3rQ1GjmTMXKaw5YNuQLGU6D5DpDrDNLdYZIZ+bAUKPFCpYLGZCWU1OVlbRSgmRnLh/DMAzDzDtGwhcJSV16uivJSkaKnR3GDTkVRoc6nUijF+7Wev13I8WORafzm1R6He0LUl2zSDkUMmZWOmKpN3lJrlODccij+kiDQhDt00fx532OYRimfOhdCxTRvC4rKmKyKpLr1AsuwYbPfw7KRRu173MvJFVKtV0703NOtbPOb0NeUiuzWu1A7fs/gOPPPAPH8SPwpboLSKoiBgygf8V2JycBzinFkUwk4Y9IGHv4YUxcdBGqbn0nkkpS2w7Um5A6k8spUaxEwZBGQ1ac8F5wEdb+1u/izb/5IuomQyi1v7usldMRjwGJeGpUWQVzrzpOEzrFFIXVSqt44b/4ErT973/G0S98HmPPPI2qJAmUSVEtyWb0aIZhGGZ2Sd/njkwlp1FqnVPdIJ7v612aI9cVYjpylxDqsqQ6QpfTcuU6M9FxvbOgUf5sMY3ITq7LSHwzlXcmYppZChSPFql7VohyDyBddiJbrCOM8puT67Ipt1iXg2n5U5KdVp7BPPNQ006quUik9EVSi8oeoJFhGIYpC2JMF6cTahEdoY2EGyKRSAq5SiTfaPM6tatOl8MhktzS3de1azu3y4VEZBL3ffObCIfD+OsvfhFNTU3c+XcBMtDfj//+2c/iJ0/+QFybOyiFXpERikULz8wwDDPPrA/o10kzkaxozl8M9eELb74spLZK4mhwHL/z8jP4q/XbcWVDq+W9YLrn79COvw0ut/ixYjEen9vbW9Hc3Ii+vgFxnpJIJCpGtqurq8WmDeuwedMGNDdZ9VmcWxrq6y1lRLfbhUCVv+D8HR1tWL5sKY4cPVbWcjU1NuCqKy/H5o3rF80+2qR93u9/zz146he/wgt7Xxb75Uyprg6gs5MHs2AY5vyFe+gzDMMUgyORm6RmoqX2tPa/fcOiqsiQEvY3kguNmFnjq8NAqKiSWpPI31FopiN2uhwFbnQW2H4F51W0skWcWNqSmVxHch0Ja14nJdfZjHoTy7/9jbqLx8kkBsJJ9I160u8fPNmWfv5s79VinWahzizSqSODkOqbxPOJvimh4AB0GZDm666HkPRqqnITeYraT5C0bfyl/aQ3z30Xo3F9uojy2ST/ifVnS4PZzLSBvcD8+n5gz0z/Dmn7DcFn+z7DMOXH4wwgPN+FYEpCpH/V6SOhhx1hiCOqX/s/HIJkEqEg554XUBKZ4q+CXKMdLJsnocZOC2FPLJMEq97RuakEU5m0NqB/XT1aWuuFhOnU9hWRXgc9uY6wuwVuvnEvqdqxfkI7ZwjGkQyFkBgYQnJ0BMrAIAaqJLTQRCzXzQtOpcC5JMMwCxR9vFqIvDcVMe2abNzjhLpxPdZ99tNQLr1AO+nT3k+mxHvJEPKMvLR5buBMFUVS6HiiXY9vW4fW227B6L/9G7zhEIz6JSRd1CoFOTW9Q41DOX0SZx64HysuuwRSWzNUWRbCofDrpKmilFZ2bQ63B+6dO+H44ZOIPPc8nPlG5rVE1T4aNZUgWBGfSGlIqbGIaRRptxNebX9b+T/+HAf/fAJju59FQNVD7hiGWRhEE9ykOZsYaXJzhSHXGWIaQYLX4NluIXcdOdeHwWAQmFyaSn5rTk9nCGpmoYtSzqYt16Wg+7/Lm8aFVEeY5TQqk5FcZ8Zc/n093Xo9slL3gsFoTnJdqWSn9Rl1zS7/VGpdphi4aekhsWFrODgAACAASURBVH2N5L3s7U6vW4mB2eU36pC9re3SBMuBSBhMpdcpFpId8fyJZmxsiGrl7UK7Vm6qO9Wloaoh/blRnYVkB33/o3YWoz1grvd/hmGYxQZdt0ajUVx7/fX42Mc/kS/4RUCdmSmNJJlMIJ5IIhoJIxQK4dw57ft7YAgHDh/CmwfewOEDBxEPTwr5Sl8RXSYrcCsSHnngAVQFqvC5z30eNTW5CTtMZROJRHDqZK8Y2EeZp2QdhmGYmTLdJLPRWBRf7XkT3+k9gugspHOVg+FoGB9+dTc+uHQ13r+kGzUOZ+GZTFS6uKR/bNafXb6iUxrcrp234PEnf4yBwSGxjHh8lgebyYK2Lcl9TqdTu/73YUlXBzauX4elSzrFa5UCpeh1r1qBg4eOpF+jsm/dsgn19XUF56dpd91+C576+a9w6MhRbTvH02nJUz+weE0V8zoc+jbyuD3auWI12ttasGrlCnS0t4mUv8WGx+PGDW9/K7Zs2ohnn3seR4+fQDAYnNay6mprcfNNb0eVv7AIyTAMs1hZfEcKhmGY2aCAHGYnTBnkk3rE+wXkttEQLbsh7zS2OFOC2gzWnw2JSoTRCB6NF4h0n65cZ0CCIIl20JdjlutIbpyM0TCkFgpGKhHOVq5L1SM66RJJdYSRVnfwZJ1lSt2veqZeM0t0OtrvffqzCFZNvdx3OC3Z0TKp3MRoCGg2XYuIzyHPdXdx+0mn7fs0mmvXDPoti+2Yp52ZkvnyQo3sM5HsaH6H/ciytB/UwF6ym+nfYb7ReRmGmR3CsfH5LgIzDUQKmPZIh7hI7QicwRY9KUz7XaKbuoozfWMzB79HJJPFKcVuoB2o8+gpdsz5C8mVrQ1Qu+rQ4mwS6XWOmvr022qRiTNCrCMSMZFapw6OQD3dL+Q69+sntPO1EbS8kdlRMp3OyMwJsURljdDJMEx50Y78SEgKQkhCXbUK3Z/8UzguuxAJJ3WNUyhKTPzoZwfmc4R5bIiXkBbsxH+KVs4aL9pvvwWTv34O4b0vwifL+gj7kt7wLhV5e0USyXc0n6rVPiHCVc788inEnv453Lt2QXLp91touUlj+pKKrurldshwdnWg465d6HvjAOJnR+EostMHTZVQ9EtxcTtGmtokCxFV1vZCpwTPxdux/NOfwslPfQKhNw+hRjtHSCQXnDrIMOclLiUOzpyaPYxB6OaS7NQ38TwleA0OL03LXUbyG2EnqM0kPS1TTBu3TKwjQa1Q+a3EuoFQIH1f2ars5UqtyxTr+jPKb0iBqxpfFI8kltVBl+yMshdTfrs6zLQexaD4rAd51Mujl48kwObQpCg3UJszbbZkZ2Y+9n+GYZjFBt3zr6uvx0UXXwRnsZ3wLS7DKMFuYmICAwMD+PnTT+OrX/kKDr7+BjwuV1pioEeXpOCh796Pa695K26+5eYy1oSZC6h9SBaj4lRG6g/DMMx0KVayoynG4zH8dOA0/r3nTZwIWaeMVxIk/3352AE8NXgaH1jSjbc1dcBfhBRd6XJdmmkegigt7APvvQdnz55DLCV9zQmS3kYgy7IQ7FxOJ3w+X8XKYlSu2297J3796904ePiIKDOl61184fai9xGfz4t33vh2IeaTyJhMCXRIPSYt5DqzYOdyuoR4Rus+H6B6d7S3Ytcdt2J8fAJDw8NiP41GY2IbuLVtQftPPigxur2tVcibDMMw5zOVeXRlGIZhKhJDSJsvjPQ6s1xHqWmtNWNwurPKFiuwMLqvn9QlQUOuMzDkOpLqjIS6bJmud3KT7aJ7+jNlvx3LcqehdawWLlzl3zRhGIZhmKJIpX4Z/dDp0d3chFhwAlKwXvtFez0W09vMHe70bMYNVDGPz5eRYideP1sHqW94LmvCVALeqVGHSa6T6pqBzWtEep1c49f2E48QNsV+k+cmvLiJTh3nyYtIxsQ+qIZCQq6Lm+Q6IYbSfmak17FcxzAMUz4kWfSXiikKwl2dWPc/Pg/PjTdAcmnHfaQMMjHgCXXMpm92Ok+olEZ4kuCSQlhTJIdI4ZW3bkbNb70Xg0ePwzUyqtUtrqfNTdl4RUFdySjFLqkdp9RoHPXnzuHgl7+Mddu2w7l2NbWUC2FPkVJnVqVuEkq/o/+0c6vGW96JwReex9iDj6I+WoKeopVB9Wmfh8dlLLJiPplimTpPkLRdLaHtd04E3rIDbZ//HE589i8QPXhEq1dywdWLYRhmsVCMnEYSlUgwI1IiV7mFrmy5blNXT1pMM4QsVyCqHbNlvU0hj1xHiXtG2XvG3bbrLJdcZ1V+s1zX0vCmMXbh1AB/kallFSMGGglyMy13uTAn5vWYnlNZt9OTM8MZaXYGZsmOPkeX11rcYxiGYaZHIqEfI9QiL7CsJpO069BAdTWqtJ+ly5bh0ssuw0c+/BG8sud5OB2OtI8lyxKCY+P48r/+C65723XwenmgVIZhGGZ+sJPsaGC2iUQMr42dw+6RAfx08PSCEOuyOTQxhj9//UX8m/cArm1qx9WNrdhYXQc33b+mu9zS1OBwC0auQ747+YXrQEl2JNox+fFp52dvf9s14mcmuN1u7adMhTpPCASqxM/yZUvnuygMwzALEhbsGIZhFjOU9hVf4F/1Wel7lAJHct3qzrNorSGLLoY6hwuSHNWPasX0E0sNmpedWEaJcma5bu/+ZeJ1kul6IoPAuQAQSc0cl1LDuFthkvGcCTF/V98+kWKnM5VixzAMwzCLCkOy6xuGepH2OFAPebRDCE2y3wHVrTdyizQxKfM4ashSRoodVnZAGRic4wowFUdrKqmgtV6X65Z0CQmTZEyi2IYakuvE9JSmGAznynVGUiKLdQzDMGVF1f5R3pDqcmHC50Lb+98P33VvR0I7JxAN70Y6nJCfZDG9LPLugPlVuVKj4kOX61Q9Ew5JrcyK14O2W96JsfsfxtnndqNKO8Q4VZQ84u3UMhVdBI/LSBx4E32PPoyuP/5joLZWXyhZdmLZJehtqr78pDY5bWe0t2HZ++7F4f/6BZJn+vRR4gstQqJbHyrctQFxfjYdx6/SoDpRaqDsdaP2rVdC7f1tHP/L/4nasTE4k0XGDzIMwzAlY6SDkdBkYE5Psxa8GjKS02CSusopeBnpb3ry25ScZmDIdZT6BpvmgFy5riEtBloxnfLTPIZUZy63WawjrJLrouOu9HzFpe415KbuVYBUZ4a2R8KmfUYvewOaMYzTCKRfp7o2VDXoqYTV+muU5EeIz5dhGIYpG+W4dqRlUOf1DRs34gt//Vd437334tzQMJRU6gZdJlOq3d4XXsBLL72EK664ogxrZRiGYZjpMRAN42vHD+JcLIqEmkQwEUfvZBDDkTAmtOfJRZDYSfX5xolD+HbvYfgdTvgVBwLa47pALT67Zot4beEwE72OYRiGYZjFzgK3LhiGYRYnXucYqGlvxsyyXOdyRBGNu3Jed1SNIT5RPavr1rdRFkYbaKH0uhTUqE/pdX2jelmtkuvSSXUk1yWyUvLyNSrbynflgxL8+s+1lzyfSONrHCpbOUhwpO1IaYIESZC0jt1xU1w4yZ6zsE0o0dCqPNwgzjAMM4+QZNdYm/6VRCZnsEWE00i+ONT6ACTF+ga75KdzFz3Fjo6ySnMTpL4RoPWsvlyWnxY/RnJdah9Kp9dp+4Kjpl7bR6pEJ3+xr9jsRwZGep0aDqXEung6vc49NJkp15nT6xiGWRB4IxJYh6lEjBzb1G8i1C2JoE9G/c53oPXeXVCrAlOCl6Sm51GhiOO/nLvQeUIX64zxd42MPUlSoNQ3oeV33o99R96E+8wA5AREGp9UpGWnZjyX9X1Ze9E7Ooaxhx9B+Mor4bn0EsDjFmtWTaMAT6smLie8F1+CpmvfgsGHH0VVJKGVVy1QXlWrrwpXfaN27A3kmW6hISMhq0hW16Du3ndhfP8bGH3gIQRC4Yx9T1anYU0yDMMwGWQPcGdgluv29XZkyF2AhVxnYjbS00hSM0e6GXKaWa6TXHpdrNLrCKMO5uQ3fQalJDnQShozy3VGYt3ypvGUFNifKvOUWEcYcp1BMWJdoW1fTPnnknxlMSQ7hDJfpzpT3Td1ZW4j+lyNNgVjv6X2I4ZhGKYy2LxpE95+wztw3ze+lRbsCBpQZjIcwauv/AaXX375gkrNYRiGYRYXLW4vrmhowZ/u34PxeJGd1hYolMw3FouKH5evCh9asW6ByXUF4PMJhmEYhjnvYcGOYRimApmMza6cVi5URYYL1pKdoHZcF9NKJZ5qRHbHppaTRU3K3SKZikS/mZIt15EgZsh1Pf3hzHLZYU4MpMbdWZbspiPXlRtqdKbGZ/oc+rTfKZlvMLhZF99O+nTZstR9wBAZFYsOGI6E2B9ouZc6QjlvUzkM7DpwMAzDMLMEyW+GHDV0TpeW6kbgbm5C4nQ/pPYW0UWZkuxAaXWSnNHgnZCdkN1eSKDOYvXWA8Mby2fRbnFDcl0quU7IdZvXILGyQ+xDQq7z+UQaol3zhpoaBVIkJSZiQq5LDo4BwbCQ65Qjp4CBwUy5jmGYBcekW4V7vgvBZKHqbp2qplQzWQhaSUmFd/MmdPzR70Ne2qZNE9deo2tnKZVVNyWPzf5QNcWil0s2/UZl0zPkVKiKC9XXXoe2G3+B8LfvRzQYAnUhcKSELAmFhThViHO6yJXK8YUcVzF24AhO/fvXsHL9GsBdr6euaf9JUglbJyXkKenSa9fK/jrU/vEfo+/gYYR+8xr8sTgUNWEr2VFHiclEAk0dS7WCeUTtk+ktszBRUluE9k2F9sF6F1r/5I8RPHwQ47tfRlUsIVIKHdo5RDItILJkxzAMU04M0Ysg0Wkq9S2QI3ZlJ8DNptxllV5HmOU6O0jaIo4NBjKS3+wS1qaLVWpdIbGOKCTXUbkJ8/a3St+rJLkuH1R2EhLT9RmEEAhPj3WJ7UZQkp2geiql0CzZMQzDMJWFx+vFFTt24KH7H4CUVNP3f8VwPckkThw/hlgsBpfLps9CKZjGDYrH42K5kUgE0WgUyVTyOYl9TpcTbrcHTqdTJO1RW4dx9ShlLafiSJWNtmNCu+6nulEdqa7pOsoy3Nr2dLndYrsqSnnPa2h7Sdo6VIttJMl2kvs0N6ppNqof1dOoM9Vf1V6jdSqyou1r+mdKP7QNMm4JVOrnyTBMxXB1Yyv+ccul+MS+PRiJRgrPsMBZ6qvCV7btQJfXP99FKZlFECjIMAzDMMwswoIdwzDMYmcWJS8pod9gJcFtdedZIahZQlJUPjmNRCpDqsozHUlbTf4p2c4s19FookZ5SoHS66zkOmLoaOouqUeeKhcJdCTSOSwaWh2mBmaL9EBKdqPyk4Q231A9zdtyOpDARtvdrtGZBDiSFHtqB+E/1YxgqStIpLa7xbY0y3VGPSjV0OnmUWUZhmHmFbNkpyEEpgFdlhOJLyTZ+XyQqlLvGyKUJEGR9LZKNSXZqSEPIo1euFvrteXUQepLpeJRyhitgyW7xUlKrksn12mfP+0Hco0fjqZ6kVwn9hGn9UiIGXId/R6LQR0cQ2JgCPJocEque+NAplzH6XUMwzBlQIKsCv1MP6ZLKuKyjNFANdbf+x44V2/QrpudSEq6XCaZdDpzF6lK7a9kiGUkYKnapafS2ITOnXfitV88A+ehN+FIqtNzsSRKXDVmTMAVj2Dwv57Cir17IV13jXbcc2mvynrYH6bOnUouveyAZ90GtN5yC04dPAxvLCGEQPqcxOKyerXROmTt82pYuUKrrAxZquz+gaUg9EOqtEOGa8UKNLzvvTh69AS8J/vhVEklpJrSuQT3tGAYhikLDiA2npv8RpIXCV77h5vRM+LLnS8ldJHYNZty15R0NZFOryNcgait/W+W1dKS4KTXuh4pSk6vM35PzZct123qOpVRXhLFhBDoTUKdlC3T9rITA0lsfOlswFYGVEyfwUKB6tKTVZ+ByU40hybTMqEBbTvaRoZkxzAMw1QmJDrV1ddrxzk3kpPh9Ot0L1i/Pi7ftVssFsWp06dw8M2D2nXiUfT0HMfAmT6cGx0VYhatk4S6QCCAlpYWdHZ1Yemy5Vi/fh26tOcen/25QKUQiUZw6uRJvHHgDRw7dhwnjmt17O/D2Ni4qCNtUxLM6mpr0NrejmXLV2DF8uVYt349mrU6y4pS0r2BZCKJ49o6+vvPpD4vCcNDQ5gMhnKGJ6KEwlO9vXh+9+607EfQdvd6vdi0ebPY/iWhrWJocBBHjhzBocOHcUz7XAdOn0a/9poh2dEySSRs1erX0tqGZStXoLt7lVbvFWhsaiptfQzDnNdcWteML228GJ95bS/6I5PzXZxZY5kvgH/actmClOsKwQF2DMMwDMOwYMcwDMPML0ZKWYZklzo8UYJdKr2OEsvMZCfXTUeuowZmg2y5jsQwIYSJhlibXARHVqOyUZd4ZsO3FSQkThdzuUslglVabQ5Pe/5srFLiSHijbUl0efdp/2/CUJnW5w+70eimm9h9QrgkadGgxtRewel1DLM48DgDCBeejKk0DPFt/xFIWClS7Ih4SpJS/B7tYBaApOgpdmYkj08kjomkO+3r3lFTrz07ob9JiWYkQ5GAxTLU4iQlZ2bIdeuXiP1Aam6E1FIv3hftGqn9x6qNw5DrjPQ6NRgWcl245wj8A+OZcp2xL2XJoczc41S8hSdiGKaiUeFAErL2LyZS6+Lal3TE6UH1298B7y13IumtFa3ThoC3UNupqewJKrwswXPFZWh5970Y/OJfwR2OzrhOdGbk19bgHhvFG///l7GmezXkFbrgNuNtRiOve6vQcudd6Nv9HCI/+Rkc8ZQUqOZ2HEhqx1nV44e7u1uIaMjp9rZI0LZJ0823YvLFVzH69W+hOhzWziVoICE1lbDIMAzDlAMSv+pwTMhMhhBGclr7cC02NtB9/s6M6a0S1GYLks0MqEyUbqYnwq0RrxnylXmgOXNSHMluAA0KdBLN3oaCSXB2mCU2SmAzMJLrutsi2rr6c1LrzIgUNsQxMN6t18cmtU6X6xpyUgMXA9nbkbYfYQiKRvKfsf1YrmMYhql8SK6KR2MiacwMJcnRID6tbR1wOqd37mAM2EaJZi+//DIeevBB7Hn+eZzo6UE4GERMWy/F3MiyOc9du16kJD1KQNfW6/R40N7RgW3btuOOO+/Ejh1XwOf3i6voKQlw/jDXce8LL+Dhhx7G7ud3o7f3BGKhSV2qE+U0t9fodaR7CQ6XU7t0rsKaNWtw1VVX4U6tjt3acxIfjXsVtvcstDfCkTD+79e+hgcefCBdFmif5eTYRE4y3v9j7z3g27jufN/foAMECVaQYlXv3ZIsyXJ3Ysfdjnuy3jiJs05sp9y8u7vZ9959yb7dTbJ30zbNSZzuOMW9N9lykW25SLbVu0RRotg7SKLf8z8zZzAABiDYJIo8X39oksBg5pwzI04553t+Xqcbf/rjH/G3Rx9Niheiz82aNQt/e+ghFBYW5lRvEvSOHD2CF557Ds8//zz27d2H3s4uhIJBxKNRKNo+1RXNuJqOqLAykczpKynG3LlzcOVVV+GySy/jMiVP3lMm0QxEEolkXFhb7Mf3lpyNr+7Ygrbg5BvtMM3lwQ+XrsWsvPyhF56wyInVJBKJRCKRZEYKdhKJRJILQySwlRc2sv9n7oiMW7Onq/H0tSxCkM9ThJb+jG8PTTQ91YsS24TkNdT2h4LqlwoJcZG+gvSFqR2NYhqVTch12VLuxpG3Gpby7/GOVvZ/r5q61kwPOVL2KaXWmaSp6Zi0M0EduKnpe0SFj6TBxGf4fsDQ+yFTYhwdJw1ZJkCqbwwBlW7UmByquRwD/DgOs2XMA2OSIPFtL/suhEWOO5hoP7N9nSnJUKQFsu8BZxgr3Af0t0QiIB3L3ezfiN9scqSwofyj+HdI+7ENE3/WQYlkMjEYHl3SpuQ0U6p2cvIUO/bd6S9D1BcA8rxceoLdnhCl6HxIshSJUVbtdbZMjIQ89jmlqQMgIUpIdpLJhRDbtPS6NLmushwKzfzLjg1YEtcIxv7rpOQ6kjTDqlwXa+1BvLGZJ9eZynXGJESZinhaCUcn70yeEslUQWR+EXR3G4pbYaubiZrbboOlpBgRC7sfVCi5Ln0U0pmWRU5jsCw08CzPjcpbb0TP449hYPtOeMLhYa2HUunUlkj838rOadbBQfRu24b2Z56H/3Ofg7XAC+NQvpEXnO2ZmdMx/XO34+Dbb8LWGWbbU2/zjcnCRJSdc70VlbBOq+LJg+puiwFjU5KJA6un4itF9a2fwvFnn4fz+HEuHo5tBoJEIhkLQlHZpTme0LPRcSOSmBCNZCaRqkaSmFFOI0j6UkmW1KL9jqQJ7cYqUY0LZq3gwplaDnARzSjatUOd7GV26dakzxolOxK2gDrk9fRiBnp1gU3Ug54tZ0qKo7rQ6/RdiHWpUtjMYAh+TQwzynVUBmpTmowwFHHw18QEfUa5jsgq11G5Utr0TEmt422qlV+U2diO1IZEqqBICLmO2s+sn0sikUgkEwMSwLZv345gXwAOu9pRTSHsdB/rysvD2evXpshhQyPu9wJ9fdi0aRN+/etf4/VXNrHzaBAuh4MnmlnZ/bHVoZ5f4/HkO0SjNBcfDKJ+/wHs27kLf33wT1i5ejXu/MIX8InLL0dRUdHIKz4G0NQx/f39eO3VV/GrX/4Sr7I6RkIhuFg72qmOoHO+oY6GRzZ6Hdlrwe4ebH3zLWx+9TX84uf34fqbb8Rn/v4zWLJkCZfkMj4l4DfXcXb90YeOpiY42bZS2zJ18dDAAPtKFlJC7BjoKPQhlzt1SqTbuXMnHnr4YfzhN7/h6XUuqw1Oti8Vi4Wd99m1EvvSy2FWZ7aOrqZmbD52DC+/8CL+o6KC7dN/wCdv+CTmzJ4N63BT9CQSyZRjZWEJfr5sPb6y/R00DgZOd3HGjCp3Hn6ybB3mek3GA04aJtGzb4lEIpFIJCNC3vFJJBJJLgwhfjV3VcLnzZxINlS62lBiU3c/rbsk6zIZoQ5Fa2L9XHgqTc4Ty1WuE/UQHY1mwhKJVbSNLRGDiETtJ8QqLqkNT6QjWW+tLWEYjib9jZc9llxnkrQowS4QmsHLHQmSaKfNtJPaiWwzl9vSC63JeOy7SIyjbayv2Z7xI7xMo+izVo+TatP3AlQedhzUs7qdsHtwCfp4eeYUA03dBfDn9emDKDIdD/q+pvGCJpKdKgwK1EESJNnVNO1Afd4cVogUs8/sOMh0bAgpU0s0TE2vIyjBLtuxPNp/h5NxNl+JRCIZV7RkMH320pZi3llLf9FjeS4+kD7udKtDtLU0srhBsqP3rHleBEvdcFbQYLZ5uqzHaZAy1KSA5DpNxuQC5dJ5XK6Dv0yX68COFyXP/PFFklhHvw+ya8aOXsT7+3lynZDr0MKu75o6VLlOIpFIJOOClSvzUfb/GKJxCwZdeSi65GJ4zlqJuM0KC80Erqh/r5W45Yztp1a0yDe1+BZYplWi7PbbcfTfvw1naysX5EYOXSFZ+eAze2cH2v76ZxRefDEcixaxl0ffYPFYhF13KSg893yUbjgXbS+8iKJwhE8Kr6QUO2y1oWjufNgLisEjASyJYWxn6K4zR1EnErIsXoC6q69Ax29+B0cgAps6ff3pLp1EIjHgsEaQ45NZyQigZ6NjLdkZnzcb182lppSxeLUlqgBGgpoqu6UIYCnP6YWQNhao22HbO6Sm2VUWpE/4REKbEAONGCW7tbPr9ZQ4qh/VheS9xDYykyrXCbGusiA9tc64TSGICblOlFHIdTsaqlLEunzzhD2DnHamkCQrmqT/Jbdjr55cZ9aO1H52q/q5cZVNJRKJRDIimpqa8Nyzz/Kf9efBoEkaQ1i/fh2WLlk6grXG0XCsAb/4xS/w5z/+EZ2tbXDa7XB5PJpvpabPUepbJBbjTzsEfLIcRYHdYoGdfYaS3Egy87LPUmrah++9j/+5bz+2vPMO7r33XsyePfu0pdi1tLTi/l/+Er+9/360t7TAYXfATXWMq1H2VF61jlF10iTDbTAlBNpISNPqaHc44GBfg709+P2v7se7b2/BP33jG7j00kvhcrkyloFWGaXtRNi5NhbXU/1IYqT1GqFUuXA4wiU5I1S+aDSmpuplYXBgAI89/jh+9IMf4MCePXwCKJ8neYbeCCtHOBJGRDuWxGMcXibar6xcomxOpwtO9l6gsws/+M//xMaXXsQ//tM/4eOszqnpexKJRJLKooIi/HDp2fj6znfR0N93uoszaipdHvzX4jWY5/Wd7qKMK5Pq2bdEIpFIJJIRIQU7iUQikQybJFGJRCvtV0oSaw0s5fLT2iZgixeIdKVEwhtFO/01k4eP2vtGuS5VqOLbznFy+NTZR1M7Sfe2lSZLgRnKo/6cpaM5tS6GZUWCXcbEw+FNdD9u5JRomCrZ5XJFIaTD1BRA0bai7Yzv03u2hCRKx4OQ60R6nWjPIhsNIgill1MikUgkp5emdk2y28u/R0rdsAfKEfd42O8DatqNxQ6rRe2w1iU7Is/FJSv41Znb+QNtKUhNHoRcV1GCeE2RnlxHcl10VpWaXFdWzOU6Ei55yqHJauh4icbpckFLrevvR7SlDZbuQJJch+37EgmImgAqkUgkkrGDEtlJPouyP9YhEudrqlF583Xs73oxH7TF5XrT/LozDVELC01oDovVgZLLr0L3lvcx+Oij8ISC7NwUV69xyEuLD6e+qrxHM/F7IlF0frgNHQ/cj4pv/AvgK+Fpa/wySZ07iK839yHgrNw2dS+gwIeiO+5Ey679sB49rBZUyyCMkSLJ9tegOw9YthKKz8eu0WjfWjQxcrJJZ2xvsvoqXi9Kb7oZXZvfQP/OvcgLR9m+i2r7WiKRSCSjQTyLtzsTz9iLkCzZiZQ1ohH58IPu3QySnYlMJQSr0YhhQjA7Pqj2Y9D2FpeE0NhTg8r2Ql3KEolxvOya1Eb1E5YoLgAAIABJREFU4WlxBapoR1KbmnrXzUU7wZFWdd0kftX3O9ILkVGuM5fCaPvGtuTNE0x+5i6S60iuO3DSmSTW8UTAlLY7o+U6Qvyu1cOsHZfUnEhL/kttR4lEIpGcWrJN4sLvjmMxtLe347vf+S52bd8Bpy3x9z8Wi8NbWIi7vngXPHl5JmvIDEllR44cwT133433t2yBha3L5XSq21XU295wJIIou4SpqK3BrFmzUFNTgyK2PUpA6+ntxYnjx3Hw4EEcb2iAwpa1W638fpokLbfDgUh/P/78u99j29atuO+++7Bw0aI0mWw8ob6W5uZm3HPPPXj95ZehUB0dTv09glLhFIcd02fMxdw5s1FVXQ2fT02J6+7uxvHjJ7B//34cq69ndQyzOtr4fqH0Ngur7cFdu/G1e7+ML917D+798pfh1NowFZLmSkpLMHPOHC4uktFGZehoaUEknNyZH4tGUVRSgryCAr2cca3MdXV1GduQ3u/q7MTPf/5z3Pfz+zDY1Q27zapuTyzD2mAgFkEBq+P8GdMxm5WntLSUS4PB4CBaW9uwb+9eNBw7hv7ePjhIoLOoa7CxdVFxdmzbhi/fey/+8Z//Gbfddhu71hjesSeRSKYeiwuK8OOl6/ClD99E42D/0B+YoBSxc8j/XrIGy3zFp7soY0LWOfLO7M4LiUQikUgkY4AU7CQSiWQyI4Sm8UITrDLJWCtslXiPfqAyUAensZPWTLQzvm5YB3CQS1UECVVpZRhCokqV64zsP16UvPk+kxh7UcbhiHXGzyEhB5IM5vO64bb3pC9/CklNMhQd8MPqUM6QZKcKb4Q6W+77tC1KnmsuTj4mxTGhJf1xjPuf3jceH2wdQrY0ynXUnmp6nkO9shEfkXKdRCKRnH5IYiKBSpPsUNQBp78M4UAfrHk0o6kq2Vnt7IRitfLOZ12yo9c8HqCynKfeiTNtvLMISlN7xk1KzjwyyXWW6X5VrGPHAk85NPmskDFJruPrCrALgcBgZrnOKNYNyBREiUQiGUuimlwXZefxgMWBslWrYF++mN2q2Xm2HRHnc4crOE0Tt48JFk0VpJ52GlTGr2GqqlB54w3Y89ZbsDYcgyseU2dohyqkWXN2tOI8AZCg29uCaBwnnngYFddcBqy9EGq6nToAID7sNlSgNjxbv82KglWrUXHueYjQYMBYlEuBBE0GT+J6pLAIzsVLABcNKItx0V21+pThWH1nAOx4jFu5vOiaMQuOtevRtf8wPJEBGWAnkUgk40BqX4IxRUxAMpRIs/MH2uHvL0GLKyGHEWmC1ShIWpcrgha2PRL8SPRLUKfJc+26GMglwSHqIqB60HqRYSyiWWodYSbXOfJTJpkzeaRPywtpkdaJfnUbQrI704S6TIh6VOcH+XeqIzGjrDepHYVcl20fSSQSiWT0WIaZ6JXptpbSy0iW2rJlC371q1/htVc2wc3uv3nyGdQ0NNht+NI99+Ciiy4e1jZpHTt27MD/+NrXsI2t3+1wIm5JlCQSjsDqsOOCSz+Gq6+5Buds2IBqds9PEpbxYQaloFGy3rvvvosnn3gCG59/HoOBfp5+xqfkoVQ7tvieDz/C5z/3OfzX97+P9evXnxLJjup46NAh/PM//RNefPY55JH4llT2MDwFBbjqyitw1dXXYNVZZ8FfVqY+4zBAdWxpbsbbW97GU088iZeeew7BgUFeR5qEh3Z3oKsb//atb8HpcuFzrJ4eT/qExi52HfeVr3wVX/j8F7hsRw3U3NKMr7D9t+uj7bAZjpvewQF8/a5/xu133KGn1akB8zGeGJdfYDKWg9Hf34/vfOc7uP++++BQLFpdxHOOOJcqZ86diyuvuRpXXHElZs2ayUU7Y7Igba+ruwv79+3D008/jacefQwNxxtgp/4qRRXtHDY7elrb8f/8y7+gkx2jX/vqV2G3O6SMIZFIsjLXW4BfrTwXd3/0Fo4G0hPTJzolThd+sPhsrKAJ4CYR8ayWnUQikUgkkqmMFOwkEolkAqLKV0VDLjdS9uyPo2yFKpctKDk5pusWKW176X9NB7F6+my8d3QAeYFEYlvAFUz+kJZOxqeBI0TKmfPUG1KUkGYq2REk0ZlJdmapdVqd6spdSXKgkOt8WcLycoXksuauytGvaIygBLluOna91H6qZCcSDTegCZvFgpRqSPtazDIo2pTajPa5dhzkwYkA/V7Yy/cLIdLrhFxXUUTHiHqccDlQTjgrkUgkEwchLwmfm1LKOlugtBQjdkwb0OUvBUl29PefC1SKeg4QnZo8uazfxWUrIdkpJEtVdKqi1FQWpNy+9NfOlPYQZdfS64RcF1xYyxMLhVwH9rqxX5pn62idHXrKYTSMeFhNriPi/f2INzbrcl18z14olHoo5LozpY0kEsmQuIMKhsjdlpxi6O80SVoxdj4f8OWj+KpPIO5yI679NVcz3ybLiCNDPei6xemA54INKLj6MgR/83s46HwU1xLftGS4XOBSnsLakH8szueccdc348jvH0TdzIWwlFWzzVlG5X3R/lAsViglxai67hrs2vQSvCeOwxpRM/H4ptn/vLOno2jpPNCIQMVqFTtw8g0aiyMh0vkKUXHxJeh+8gnEAr0YO3VDIpFIJGaQLNYZmqFLT1yA8qrJawPKPnYSzGf3cAu5aIdW8Sm3LtkJSJAbjTBmNSTiqeumZxYlXEozQql0VLZU0c6IUeBSxTg1zY6EQZxUU/lSMYp1QDAttS51vWbPwEWankjXa0cx/zytSxAIhLTtZ5YVJ6p4l02opPQ/s8Q6IrUdBaKdJBKJRDKWWBAKBnHy5MmcJDL+rDcWQzQWRTgcweDgAPr6Amhva8POXbuw9b338D776m7vgFPIdez+OxSJsHtmBV+66x/whS98Ae5hJIjROkiK+t//+V188P77qlwnysPWTal1RRXluPvuu3HLbbeirMyfsS42Vqbq6mpUVVXhggsuwOPnnY+f/PePUH/oEJx2hzqRYJweF9ixf89ufOub38Rvf/tbVNfU5FzekUDbDQQC+MH3f4BXN74Mr8uVeKbO/hsMhzBr3jz8j//r6/jEFVfwxLpMt/lUx2msftdf/0lceOGF+Nu6dfjvH/4QbY0n+Xu0XgvbFw529/zD730PdbV1uOLKK7gIZ8TC2rawsBCF7J5bKwjbj2H+rCFVbqAnEx6vF+UVFemT3mQoKImAjzz8MP7wm9/Ark8uFNfbI8SOsRtvvRX33H0P5s2flzVpr6ioCGevXYuly5bhE5dfjp/99Kd4+rHHeSqhWB/VOcqO9f/+0Y+waOFCXM7aUZl0D0skEslYM8PjxU+WrcO9H76NI/1njmRXyP7+fXvhKqwqKj3dRRljMj9hl3/TJRKJRCKRSMFOIpFIJiAD4QyC1yioD7bihN3DE8CU4jL2Sl/izZF6bNrnKCFOTRATqMllRsmuZSBxc1oKBy9PEiRdWQ0DzrQkM5pRtcaNUaFEY2kpdmKm3LnVnTjQMYNLWzzVjbGFfYt0GWanTUpYG2J4lSbXkVhHnbpO7OAvC/HQKNeRkMZ7w0fY/jnJddQhntL5zAXCwuTRAZ2REC8PdcInpdjlkBCorlT9xuvWr0p2zV3JwiVJdsQWITEa25goTH6IVOoswwr3Af6zkBRpP4l1kqxIhaNt6m0pkOl1EolEMvEgwammiKeJUYpdEA38ZZLsLHk2NaWMv6Cm3HDhzumG4omow9J9eYiUuuGsKNZS7KgztjCRSDbZxSmjUFdamPi5Qhucx1P9tNcnYkqbUaojRLlp4H6KXAeebmgOF+s0qY7T0atKdYFBRAN9Scl1ulwnkUgmJQPOOMyHw0hOF1aazTseZ+d4Bb7FC2Bfvojdi1u11LpJDg3eKijA9DvuwMHXXsPg3gNwhCkVbviroqcXNEm7wn+OIy8URfuLr8K3/kUU3XgL4PJwcY8S7EbWrhbE6JN2BdY1a2BdvwYDj52AjULqaKUWGwIOBdPWr4alpoJG1Gmfo5ThmDbAYFJF2GnyIPufw4oC1ibeWTMRbToJO0X5yYmMJRKJZEyJx9RziFEIM0p2BMlQFksjZhWuQ2OnuSB2HMnSlfh5LEQ7QiS9kdhH223sqeHilhnGsnNxq0B9rb2nWBO76rR3hWSXjFEKE0IYYUxcE0JY0rN7jdQ2NZZJpNgRlMhHyXzUhlQ/EtNSZcWJSCa5jvaXUa6bM21oQdEo1pm1pUQikUhGBt37Ou02vPrSRlz14Qc8MSyHT3HBjpLFSJAKh4IYHBhEKBxBPBKGTbFwuc1ht6uLU9I6W+/MeXNx97334oYbboAnL29Y98W0vQcfeADPPPEUnDZr0u1eOBRGxfRa/PinP8U555wDu92GXO66ScwrLi7G7X9/O1atOgv33H03dn/4EexWG/84l+zYffV7b7+NH/3oR/j3//gPNQ0vntPqh0dcFcAeeehh/PVPf2JtqCQJbKFwCMtWrcKPf/ITLFi4IE2EM62fWklWxxJ8/s47sXjJEtzzxS/i+OEjrI3UfWNl+6m3owPf/fa3sXzFctTW1mZZmShrnD9DMnu6QPspbfksbNu2Dd/7r+8hxvahMZGOP71wOvC1u+/BvV++l8tzueJ2u7F27VosmD+fy35/+u1v+ZgTkQRotVgR6uvDf/z7v2P69OlYtHhxzuuWSCRTl5mefPxyxQbcse11HB8InO7iDImbncu+u2g1NpSUn+6inFomfWeGRCKRSCSSoZj4T80lEolEMjpsyZ2EWyIeXGKQ60isKh/l2YA/TNQgYU0lWbIzSnJBzGb/L0uW7EiuEpKdicTG5bfStrTXh1NGIdkJuU50oFIamkhao+2QhLg5dQWa8JfanmYk5LqDaYlrRrnOYQsBp2JC2CyDCkguFPtMSHaifYa9GdaeRXAAnhB8SBYuSYprLc3H3rZSrG3SJEaTdYikOtoH0IQ80YZCrKO2pDILWVGV6wxIuU4ikUgmFrrgVchlJ95vvB1wLp2nS3aKx6Mn1/L0G6td/zil2FHKHRfxugOAfyCRYkdSWWlhslA2mUmR0+I1hg5h9nOSTCbahMS20ynZpYqBhrKbJdeRXGcpK1DlSrP1GRLr4oEIl+uiLW382LBrYh1JnDwtUSTXEVPlGJFIJJLTimqFDbBbb9+yJbBPqwAsVlXmyuGjOmdiBzYNsFLssNfORPF116Pxpz+Fs7Mb8ZgWjzYMSYsGJqpPRbRBW+x3V2Mz2v/4F/gu+hisVZ5RSF+qHkcpdjw5uLgY1Zdfhf3PvQBXqJdtK44oq0t3UREWXXoJ4g4nT8xTPxpjn4tp65hEgp0ivlj97Gqb+JcuxYl33oEjGoFVGnYSiUQybojn836nOskaF+5Kj/Dn1OcVzEN7T72WFpecAtcyUJ1xnaNNsyOSpTM3356/fyAh2rFyJBLS2rlIRwIXyVvqM3JV4hJ1WcJ/M0h2aahS2JKaE0lSHV+Htk4jQqgzQ182pH4Tsp6AJLvUZD4OSWys3cai/cYNrYypCLkuVawT+8SIlOokEolk/CCxKdjfj+OHck/lES4UfVZ8Oei73aHdSqv3YyThTaupxnU33YRPffpTmDljZk4peakcPnwYv/3db/k9N7/XjYv1x1FQUoz/+Pa3eRrdSKBEN0o9+853v4sv3XUXGuvrYVW0u/u4ApfNjof+9jdcc8012HDuuSPaRi4caziGn/3sp1AiEVgcDl2wozasmTUL3/nP72DxkpHJYFTHDRs24H9961v48t13I8yujyzaTrRZrNjxwYf484MP4n/+4z+OaP+MBKrXH//wBxxj+9Zltye91x8K4ot3/QO++rWvoqBg+BNcUx2KiovxjW98AwOBAP78xweStkES6N6dO/HnP/8Z/983v6kLhxKJRJKNKrcHv115Hr7w4WYcCUzcJDsvO299Z9EqnFtScbqLMj5kfeR7JnZQSCQSiUQiGUukYCeRSCSTFUpSi6QnlwmBaazhkpOvB939JNmJVxOSnUiHI0g8I+GOvkj4E2XTJTuNvABZecl3tUYhbLhwETDDc01j0hqVlSS5+sNI77SNZDl1knynpfAZ5Tpj4lqRTdE6cSMjluvELLSjhWQ3Klt33wDcdujyH3XQK46YuQGXVhgktSnVze+0qGX0pR5rBunyuCfjsajKdempdbqkyNqR5LrpBY5EW0LbvxO0718ikYwMlz0fg6e7EJKRkyp2aYKTOqibcWKQnS+XIeoLcEmKUuxIqtKxWKFQhyR9OcP8/XBLIsWuOVwMPl+ekOwaJkhS23hAbSlEwsWzdLFOCGqcpg40exWU79EG4k008VArT3z1bF5uhcrtL0N0VhUsvjwo/lIo1eoMiFzCzNIZnSrXxY41wN7GXjvxEXBQvb7Q5bqJ1AaSrNito4ytlkgkp51oPA4a7x0vKoBn+TJ2U8fOX3ELHzA3JRQlusgp8KL01pvR9f57iL20EZbY8CawiSnqoxwKU7MaPuqNRdD+/jvofOhRlH7uLsDjogA6tuBIM+ygjmS02ZF37kVwzZ2P/q1bUcD2VMBqhf+yy6AsX8mThfUp9xU1+07of5MJftxycTAGC2tY97nnIvDgX+ANdXHpUCKRSCTjgz7Rm/a422EJ8WfT6vNlNQkuHRLUjgPt1YAr8QB7LJPY9MQ09p2S8iglTU20K0mT0yghTpfYWHmFXCfg/SYFHVwUzESqFMY/p4lhjvxQYsFIdrnOOHGeSNJT129M0VPxB9rR0l8CvzuR1jdR0+x04U/7Xm3Y7zTRYTa5zuEOJa+Mqqh9PFtbSiQSiWRk8MQ5x+j/vsZN7sNIvgv09qL+aD3K/eXIz883+WRmSMTauHEjGg4f5al4Yhu03gi7F7zptltx0cUXj7LgwOrVq3nS279981vs3j7O0/x4aDrbTl9HJ5566imsPOsseDye0W3LhFgsilde2oijhw5x2ctYx5jNis9+7rNYsWLlyDegpe5ddOGFuJi11bNPPAnFZuNJdPSWw27Fk48/gb/7u79DZVXVmNRpKJqbm/H0k0/BZhD66ElJKBJG3cyZ+PJXvoJ8kutGmBhIHystKeXS4EsvvYTullbYrOpUPGKVTz3+OO65915UVExSCUUikYw5JNn9Yvk5uPODzajv7xv6A6cYN/s7968LVuKissrTXZRxQz7xzQ26lujs7IInzwOX02n6fju7vinI96oJvWNEZ1c3otH0AYBOVga3y8ml/zOVaDSGweAgT26meng87nGX9CORKLtOV0Y9AQLt767uHr5vfOz6Sk18lkgkksmJ/AsnkUgkuWAiqxkh6YdmMs0EJacZU97S3iehKUtqmM9ThBazWUVzJZp+gdwayMec4tzKlwuUxpZLepkRPS2uq4LLVlyyExjENqp/d3+6VCfabbTlV/cfeIodyVwkgNU07UAbluplCLiC6ug2k7bUR72x90jMq3HvSJLrROIakdShO8YyGLVTw8AQC5HAWNiblGTY3FUJn7dTdSB8PXwAw0gRxzHVs2jAoUt2JPFRO28+fI6+rFG6FOWPFjTov8/XEguNbei2k9EX5jIgyXVGETCO0R0HQ/07pM76Nox9Z4dEIsnMYHjiztomyYFMqWlN7QnJzt7KhTl7oBxxj4e9PpDo57RYEbepD2p5op3dnpRiV04pZTVxdVmRUjbZ0eQ6EtTiJYOsTYoRqMyHrbAI1FLlTUhuk9Mt2Yn0OpG8x8pvTK2z1NbAmueFrYxdlBbnQ/GkD4qgB7VKPHF+pvQ6aHIdAoNqcl0buwDavg/o7EkX605nep9kWISjQ13ISiSSiY+CIDuR2yrZPWZtHd0g8vtePpn5UE7WJJgUlvLdYLPBMn0Wpt14Ew6+txXFHd1QIlF+20pVFN2kUf67yYBBeikW59+N4wkt7FyYNziII395AAXr1sKxahViMa1RtdnilZQ2NG/S5FdpE1Z2DVZ09jlo3LETrnAQ0bISVFxxLeDyqvsw6bO0zck3GF3h/qCFpyPEWfUss2bAMq0CsS55HSGRTCRCUdmlOZ6cdtmITjEmE74J4YxENhKoVAqRl9fCE+VIEiPMRDFdlBObGG4ym7Y8rW9lUS9fPz0j5kl2SNy/Urqe+p3S9orTEuiIJXUHsKN+julmSAqj9ykJz/gZev4dD6mT4fHvWZ5dZ3qPykLrvWDRB3z7xjTAOawWB0464fcAO9urk8S1Uy3bGZPzjPtNvGZsf4JS6/LyHKgs6NXT/4jUBECB/uxfBthJJJIzjNEN/j51N9px8cCfhLJhTjQj4Al26g/8ZyNWqxUn6hvwsx//BPf9/D7MmTsXd37h87jmmmvhLy/ng4VTP5NKS0sLnnn6aSjRKOLWxLmGBghX19bg9ttvZ+eWvBGVPVEJdv52OHDLbbfiqSefxNYt78Bhs+kylsVixcaXXsJnP/c5zJs3b6hVDZvWtjY8/tjjiIXCsBoGnofCIcxfugzXXX89HI5RDODWClVYVISbbrmFC4uxYGLsg91mx4EDB7D5zTdx4403DrlPxoJnnn6KS3aFHk8irY99WVhZvnj33SivKNeOq5GtX3x2xsyZ7Ji7E9/5//+NXbZa9BXarTYcOngQG198CZ+6/e9G/K9OGXkRJRLJGUq1O48n2d2+9TUcHwic7uLoWNnf7n9ftAqX+TMnx092TsHp64whFArhF7/+Ay772IVYsXxp2vuDg4P4yc/vxy03Xof588yfeYyEP/7pr2hrT7+3p2sLf1kpLr/sEsyYXmfyyYkLXaXs2bMPb73zHhobT3LpjSguLsLKZUuwft2aMRcH6dro4KHDeOXVzbjh+qtRUlw0qvVFIhH8ge2bdrZvPn/Hp1FbM3X/TkgkksmP7I2SSCSSXMgi1xFCUMrEUNJPto5RQpXLMs9wmhEhBpIApolVJLH1NfUDmrxEiXNF2gU6SXKjhc/IymgCdKmMUudIkhJJbgQJflQGku4uqzioylaF/dhMb7b79OXqg618Ntoad6eeuGZk2B3/KYlrFVwAK2D7EFhfs52XlSDJbgW2I4jZ/HfROW8GdepSYp0gVa5L3tboUVPb0lGPkyw3LyQHimNBS48ToiUJcJQMR1D6nMMx/GMh03FMaXPwFvBtqO2htrE4BhMc1X8S+1m0H8l5qlynJu3RcaZYQkkd4qOVRIf6d5jtGJBIJBJJjpD0RLKVJtmhqIOLYUH2ZQmospVSVow4yVZWe1qHouLxIOrTUuyWzoOy3TDxqFEkO5OlKnfiOkgX0ypKdLFO0RLrFH8ZgqwdXD5txgS/OsiMtwVJZuwzp0U8FGl7ggr1GlaUH1pynY2VW2H7G3ku9t2mDxbRZ9UVUt0gu1jVEuv4+60diAb6uFgX6WbHz+5jPL0v3tmSkOsEZ/JxIJFIJGcgClfGbBgsZH/nK6qhDw1SpsIgoTgUJYYYtYHNiYKPfwL5jz+F4LPPwcVehzabu5Kk1ZkIduzLZnZryhZ1xSMI7t+Npkf/gpoZdex8WoGoopjqbjm1t0Vbzsuuq9asQvyJR9DZ0oyiC89H3spVyXKdvsLJ2Z2gaLtCoTpbrLCWlcBTU4PY3v2nt2ASiSQJhzUi3ZhxhE9kd4olO7E9JZIuPtEzcEqD6wzN4MLUkhr1dUqCM5PEhGhHkChmJogZJa5s0DKpct62zvy0JDsu2vXUcMmLEAKgKtqpoheVX0CvqWly5ojUtTRySFwze4/WJdrPuH1jG6qJgEgSFqmOmdpwvDBrc4Fod+qHSYh1lFrXbJAukZYAaOxHMT77P+0yqUQikYyAkYlKpy6bhU8Sw747nE54C32IxeKJ+0hjcpgoUuJxAaIxdi8djfEBu6HBAUTCYT6Ym9ZBqWR2mw1Wdp9ms1lRYHXzRLgj+/fj//3G/42XX34FX//617F23bohy9h08iQOsM8ZR83TT4NsW6vXrMGs2bPHpC2IkpJSXPLxj2HzG5thJ5lP26bVouDEsQYuZA0l2I2Ek6yO+/btZbe11qS9H2JtSsl606ZNw1g9oZm/YAHKKypw/NBhLkASPA0wGMQHW7fiqiuvhHuEKX25lnBgYABvbX4TLqqvYZYi+rmipoodF2thUcbuvH/++Rfg/l/dj+7mFt7GAjpON7/xBm659RbYxjmBRiKRTC4qXG78/qzz8A8fvomDfWMznmw0uK02fHPBiikt10kmFpXTKlBQoE5wFGfXhq1t7WhuacXDjz6Fu+78DPLzExP70/k/Eo2qfSwpohpNqECTQNA1C03MQL/TlYPNav4cgq+LXZta2b8JSn7LvEyULWPJKRlu85tb8PKm13k5SkuKuVgXCPSjiV1XbGSvd/X04KrLL0267hfloPqk3g/Q6/S+eI/KQt+pPILe3l48+fQL6GbrjkTCvN7UBmH2WWifpfLQ54x1oOvwaDTCJ4cwrk8ikUimEpOzR1wikUimMqkJazZDh7Em2RkZCBegM6LeqFMC3WgkO/psKKIKdiSTNXUX6JJdKiR1CfGOJC8S2kiyW13oxXtdamcnT41jZa4vbMUJeyJxbf/xIiwoOTmiMlLaHQyD1bgQmCa+JSQ7Lz7k5aoZwq0iqY5IFetE/ak9VPlw9BLjiBGiqDWGqvAsXbQUUiFJorTPiigRZziEM7/F66ynGhboIqpITxyKxPHjhs8T1tdpKhnas5dFIpFIJKcZkp1IvhKSHYNLUey7k2QxNMCiyWKWPBtPrIta7LCKZ4VWtWOSJDxaLogOOCuK9TQ8pUmTumj9tJ0zTa7KItYRRjmNxDoS1Cy+PFVSg5qEw8/0PNmvSJXNTjVCrkuV6qj8KWVXKsu5TMmXc7qhaB3PQqyLxumSJQwlOIBYaw9PqxNinf3QCaClNVHfVLnudKb2SSQSyRSGFLKozQp7VS1QkuNN36QizjPQYhYb4uV+VH/pLhz66ENYjjaAHinEkDaWMGdiFlXMy+8Pof2Rx1B0zrnwXn41LHbH6MfGOewvckslAAAgAElEQVTIX7oQSl0lu233ouJTn4alqjxpDOSkn0tdu6Dk+0exwe7xorSuFqd/WItEIpFMDYzCk1H0E5IdUVR6RJfVTCWxk3Q/WJI8SRoJWylC3XAku1SEcHZ8UMh21fD3DyREu/ZCnqZmlL6MaWqzS7fy752R5D4CMWmhqHMqIxHCxHr8zgN8Qj1O4T52UTFPT7VLbkPwVD4/Eu14qiQ7U7FOe606P6jWI0muM0+tM8qJqe0opTqJRHKmYnYXRgNgjTJR1s+P662ceDKv/hQMh3HBxz+Gb/zLv/DBuLkIdvwlEuzYVzgcQV9fLzo6OnDs2DEcOXwE27a+j/0HDmAg0A+X06nembJKOelZMmuDV55/AYcPHMR//+ynWLduXdbBzYcPH0ZnW3vytqE+yzh77VqePDdWUBnPPnst3G4XorE4TwMSrw/092PHjh24/Iorsq7DbA8PtSsP7j+ArvZ2bb8rvI04rF2WLlvKZcZoaGzGKpSVlWH2nNk4vHcvPDYtPS6uypYHWDkCgcCIBbtcaWluxsGDB7mEKaA2jkWjXJisrKwau42x+lXX1GDmrFl4n23XeKRRit3+/fvQxo7divLyEa1eDF9JHTw/iZ/ESCQSjWkuD362bD2+tuMd7Oo5DX27Gl6bnct1l5fXnLYynEriWSYiUHL869vb14et2z7CogXz0HCiET09vfB687Bg3lx275o4B1LK28HDR9HGrkNIaKqrrUZV5TR+3XLk6DGcbGrG2atX6sL6R9t3YjAYxKqVK3S5adsHHyE/Px9zZs/k102NjU04Ul+PaDTGE91mz5oBh3Ytc/zESTQ0HMe0aeU4eqwBeex8vPqsFfxzJHMdZmUhEa2kuBhz586C03ANFAqFeeJZS2sb7Ox6a9bM6Tm1RTAYwvYdu9DR2QWPx415c+fAV5DPt/ne1g+4JEftIiA57I03t2Dp4oUoydKXdOEFGzBvTmIShJ7eXvzwx/chwK6n+ti1Bgl2tI0PP9qJbR9+hP7+QX4JVFxUhHVrV2PmDDXl7pVX38Cevft5Ch+t48iRen7tQil4l1x8Pr/OJMLsevbd97Zh1559fL/R9SHt33PWrdH3D73+7vsfYC+73hkcGOT7dM7sWVh39iq+/83o7OrCptc2822ef+45OG/DWt6+VPYdO/fg6edexK7d+9jr61Do83ERjtpt+47dfHtOVr7Fixaw4+QsPukE8cjjT6OZ7c8N69fi0JGjaGLHEV1HLFmyEOesXcPX8YcHH+LHKfHgXx7BgvlzcdnHL8bv//BnDLD1Ll+2hG+D/kV8+tYb4XQ58eZb7/K6RSMRfoxWVVXyco02/U4ikUjONKRgJ5FIJBMQnviFYV6Ypop1meCSXVPGt0lA02fzHIGsJDouSdYjUYs6i82S20jkSpAQ2tB0EAhoseIifY9+7KPlW5LWQR3DekepcTKwLOWmlLN4yuwa2SQ7vVwaPGnPQKpYR5BcR4lrlAiXEOsySGGjgLZB6YlZsaVsk9rUkMhoTAUkcVEX2sQioygyCZfU1nQsEMbjIXn/p5N6zIg2JLK2ozgOpGgnkUgkExOjZIdEFzwl0ZEsF1wIVRoLFEPxqoKVEOv48iTeQZPw2HI0zIo/7uxsSSS2keB1JgtWJql1RrHOUlsDu5b8RqdrReukJvmMn75p2c4WfR2chlMvG5qVncQ6e2W5mlrHys2T64RcZ9jPQq6Lh9n+p+S6wCDijc2IdXfA3jbA5TqjWKeYiXVnmmApkUgkkwA6p4ctMXgqymjaevUVmt1zioxnpo53/gSDD3ZU4F62HPlXXY6u3z0Ad1+/mmInktIwvCwBHoIXo+aMwXLyJJp+92vMuehiWB12NTVvNAW3WOGsrkFo+nRUrChF/so1/DWkKHaTF20EIM1qT1WmnciuTSyFReqM9JEIeymeJBtOhVaRSCSS04kxbczhDum92UW9R2gOtwwkJDsVN44b3s2UjpYrqZ+v134nAa2a0tX6BzJ+1ijZ0bNtv1NL7tPraT7QfbRSGF+/TWvDKLs1D9H6NOEuQzuSZEfpfKcSU+HR8BrJdTPKepNS60q8faaJdYojPQ1RIpFIzmTEvR4NxhXiTa5yHd27xOMY3s3nsDAkhrGixdhNa57Xi4WLFvEBw2NBoK8PH3z4IR588EE88/jjGGC/2yxaOpsm2tUfPIgv3XUXfvrzn+GcDRsy3rEdPXKED1B2GwaRU1s67U4sX758TMprZMaMGSgr86ON3cNDiH9sexZW7gP7hk5LN6vFULty3759CA4GtTom5Ee33YGH/vJXvP7G64hriS3GbYi7f+PrZj/rv1PKCfs6uGcv39fimCRZgUSARlbnPravSsvKhqynGbkesu1t7WhtbUtLeonGopg/fz4KCwtHtH1T2DZ8Ph/mzpmD9998K+ktGnDf2tKCtubmEQt2+r5I+fd96nIoJRLJ6aTanYefLluPb+39AK+1neRpraeSSpcH/7bwLKwt9p/S7Z5WsjVxjg9/+/oCeH3z2/hw+w6sXbMK0+tqsf/AQfzsF7/Bbbd8kkt0jY0n8fBjT3EBa96cWRgMhvD8Cy+jpLSYp5VRQV7Z9DrqaqpRVTUNAwODeHnTG1weI5mORDES9za+8jquv/ZKLqY98/xLONHYhPM3rIPL5cTOXXu5rHbrTddzkY3Owy9s3IR5c2dzcS/QP8BFrudffBkHDx3BRReci7y8PC6cvfHm27iFfa64qJBv809/fgjFxcVYuXwJ+llZnnnuRQSDwSHbgspEEhoJa/X1x/DLX/8Bn7z2CsycMR093b14a8t7mMHax+Vy8eVJ6tr6wUdcGMvGocNH0a89b6E61Nc38KS22bNmoqxUff7zwUc78MRTz/GfSSYkcYyS7kh6/PLdd8LjdvN91dbegZdeflWdrMHp5NeFtJzdbsOlH7uI/7t76NEnsXffAXVdrI3aOzpx8mQTl9Quv/QSPiHE7x74CxccCS9bpn+gi4uLu9l10e2fvgVFhb60euzbf5DvOxIChVxHkMC2dMlC1NZWI9+bx2U9uhZ46tkXuVRpLMcJdiw1s+uNa6+6nH+uu7uH1+nxp57l1yL0RSnQL7NjJZ99ZtHC+Qix401cWwRDYV5+gkRI2t+vb36LS3d0nPl8BXjk8afw0fZdfF10bFHCHsmWlID3GVY3iUQimUpIwU4ikUgmIJQqN6YY5TtNWFPFqhlc0nKz63afR505VXTuckaRCMY7My0x8EeI4mwj+qBdJExRSlonl7pSqZsZR/0+wwta8h7Jba2l+Tz9jMpK0pWYfVVsb0TljLJy6mdEo9g1I235vSm/k1hHpKbWue1hnrhWzpPKxye1bki5LpVI4rRf3zyAmunqz5QgSHUV5ae2Laf+6zHoiKZ9wjvwCbb5cm2d5fmGdk49xkSfiygu/0x6G2YbYKBg+MeCRCKRSE4RQnxST6EJyQ5qkl3UF0C8v5+dH/JV8SqqSnZxxQLFy66RnGGecEcSXqw7APgHoDR1AJRgJiS7Mw2RXpdBrgsurNXlNJ76VswvMHQxLT7YD2urF9FZVbC2tPLP8TY91Sl2WnodL/uC+clSoL80TaqL29TZ4JAyK6su1zHoWCC5LtLdAefuY+linZDqpFAnkUw53EF51T/xiCNiVxAvYOcpbRbNqWUiJaIBFBo8V1yMyptvRMfbb6F/23Y4VftuZIOj4gpU5S0OXyyKls2bEdi0CXmXfoJdG7lH1850Hvbmo+KKq1C3YDHg83Excursupj2pSSUQocDSqGPd1TrA1q171OnXSQSiWQCQc+HhWTnUJPsjNIaMaDsYxeI+ZgzsBAHTtK9Jg20UtPsSIIjiWs0kl0unz/Smm/6emNnCZfBuNQWgp60NtI+jWGjuWoiHVBPBkzphjrWnj4IfbxS7DIlCdL2BGapdWZyXRJSrpNIJJMUxWKY8mMYCXanCl3QGuNykbC3YcMGLF68GMuWLsV/fvvbCHR1q/dqfBKbOB+gfOzwYfzge9/HqtVr9ASSVFpaW7jgZpSxSAr0FuSjzO8f83s9KruvqBAtJNgJtG13d4/PBIE0oF5M/COOE9ojlCi4ZfNmnmDHg+1EcbTvwxXsBA6bHTarLemYJPGut7eHD24fKbnui96+XradAf144J+lsrA1TKuYpif5jBU0GN/PjhU+T4+hztSmA8Eg+gfGZpaC1BQ7iUQyNfA7Xfj+kjX4xdG9eODYIfRFxn9Wcfprs6bYj2/OX4E6j3fI5SXmkFxHX0RdbQ06Orrw8qbXcfunbsbzL73CzknluOzjF+l/32uqK/GT++7nMtrSxYu4FLdn3wEu2B0/0cgTykpLi3Hg4BGcvboI+w8c4rLT9Loanna2e89+fPELd6DQp97U03r++ODf8Mprm3HtVZ/QShXHxy6+AKVaOtzuPfvw4fad+Pxn/o6dy0r5a7S+vz78OF7auAk333gd3nv/A4TCEVx39eVc9CLK/WX45f2/H7INKL3t/HPXa21Qzc6JA3hx46v4/B2fxsqVy/DuVkp8O4jlSxdz0ez9bR/ynyntLhtb3nk/7TW3y4VVZy3TE+UoLZBEQmoHStwj6ewXrMwkm/X29nHBTkApbCQi5rM2f/Lp57Fr9152/dTEz+kkze1j+4Ha+hbWHiRIkuDHhcYTJ7n8uH3nLr4cpczdeMM18JeWcvnuoUee4EmEm9/cgquuuDStzD09angDfS51Igo6LoxSHqXdffjRDn7dceMnr0bVtAo0t7SyffUETwk895x1ulyotncNbrj+an499OBfHuYiHgmYK1csw2f//lb86jcP8DL+/advZsdVSdK2KeXvovPP5T+TwCiSFTesO5sfl7SfXnhpE0/Kk0gkkqmGFOwkEolkqpGSdEeSls/bycck66lhdHYYYUekMSGOOmt5B7HoAKf+Urq/Gc7zVCovSYGG5L0DHTMwt7sT9FsiIc6AXdt21LxzWryemmRnRE9yA7jQR9skRNqbESGmGT9HwqJargxy3alIWEtNr6PfDZJdELN5YmBCGlTrSAmK/jyjlKnNdjvaMpsdU9nWmeEYFGKdkCvNoPQ8iUQikZwhNLUnJLuWYn6pwIdYUWqZlnRGQpmS+rCRJLvKcgRJvKKUNMxTxSuxQJth4YkoX5lIdYQQ65SU5DdFJL9Rip9oCy31jctqYr3sMyShjWuZBaWGwXcGKTCt7HneJLlOoFAUT1SV6ZSgOvtcPBBRBcuAesFIcp310AkuDhrlOki5TiKZ8gw44zAfMiU5XcTpVs1hhT3fq7lmyhSykaiiFljiWp3pHGezwb5iFWpvuxmH9uyBvz/CPa64JnJZhpljR0tbaRBXJA5P7yAOP/AXLFm+CkpNNWv7hNw3fOJ8Nv3ZV13HNmBBnCRJxagLTgXibNfQsyKrWmfqnHe7eTtIJBKJ5NRinFQtST6LqEIaPRNOley4bOUtQXtfHho76T7RJM1Ok+wIoyhnmp6WgWzLtgxo97rs1jUQCKGxpwaV7YW6FJaEJraR5KZPTjcO8D6SSHIfiZDsjHD5j0FlJaj8LQPVSctkEuJGgmj/1HUKuS5ZrEtPrSOMyXWZGG0CoEQikUwEdAEqFtclu9wltrjqc43bfU3yPe2YK3/aCum+rNBXiDs++1l2m+bB1+69B/ZYsoTkstmx8YUX8dqmTbj0sstMV0cpHWbbcLF1OsdYxCJoYLqL7iuN+0sT3gIDmZNvDUVLY6hd2RfoM2zKsAYlDodD9K8owGhESJGkyP6ziH2UVEd22RYKIRwe/8EQJPFFI5Gk7XOpkP1b8eabT3wwGmif+mi9Smr7KYhGo3wg/0jRhcYUgVY+lpBIphZOixX3zlyEi0or8b0DO/F+Vyui4yTV+51u3DtrIa6uqIXdMhXvncamXencQMl1AjpNzpxRi1dff4ufFxqON/J0NON1C6WYlfv9OHr0GFYsW4LFixbw1LRLLjoPu/fuw5w5s2BlxwKl4ZE4RlLV0iWL+LaO1B9j71n4a0ZIWms0SP20PUpzE9Qfa+Df9+zbj737D+ivB1kZW6gPnkFyH8mAQq4jSOTKRVifOaMu6ffqqkqeLNcX6OdS2+xZM/Due9u4VNdw/AQXtm664doh17uM1dvvVxNx4/EY2to7uRT30CNP4srLL8VZK5Zi7uxZKCosZHU8jk2vbebCnCD1unne3Dn6+mqrq/i6SCyj5ZqamvlR4S8r48l7xPx5czBtWgVPqqOku5YWdQDKggVzUVOlhiI4ncVYfdZyPPnMC7wNzRAiIQl/tK+MbRxj1/mUcFdbU8WXa21t52Wi5UhSVLRL7gi/5gHa2zuSBDtqU1+Bet1D+48EO7ouIWjfiWOPrgXttuRxlqXFxfrPJNatWrmCfb4RBw4e5qIitalZO0okEslUQAp2EolEMpWIqB2XDQNLsABv68llBIlh3f3sRiEPiaS5UUp2qR3gwzrrUMeqQQYzJu8RScl3vh41eU8TA0XHKS9DBslOlFMsJyiimwm2vqbugiTJLhvG5UhO82n3qNThn8apEOtSsUX1fW/kva4+bCgETwYkyU7Ig5SgGA4Oppd/JImGYSQS6UzeM5UcY0ifuTcpzU6V6yhpLxNFcEjJTiKRSCY6JEXRM0iStHTJbq86eByqZBfz5cFKchYtX16cSDUTklaeiwtcwYXgkoUxDY8jBCwSwyaShEXlGUKsIyiRzsLagAQ1aLIhT3+j9yx2/ZItfgo6q9OEwCxlF2KdKDul7hnlOl2WpHTCvh4gEEFMk+qigT5YugNqYl3bAE0trIt1/LNCrhNMpP0qkUgkUxwa7MfPw5ReRycphWyyqZRklyoUstawu1B05bXwPv0cQq+/CVucBkpZuWSn3jDnPjCSloxpq/WwHwbefQ89b7+JgsrrYLG6kpZVRHnS1pJU2sRPVnbT7bbpA+WmlFwX155LKBY+cDOKCCzs2I3b4kmz/kskEonk1KNP4KehOGJwONRnvuXWfQh1OVBUeoQ/Jy4pmIf2nmIu2qkUIq+nN2OqnGAsxLHkhDe672Vl6E8X7dr7vFhSU6+W0yx9bRwQfSV6O9Lpnq4ogpqcpsl+aspet55iR5KbLg1qjEVbZUoBNJfrEql11G56m1n2JU26aOzHkFKdRCKZtIzwBo3fyozb7cw43ycphm+KOkD41ltvxbNPP42Nzz6blP5BKfKWWAwP/e1vOO/88+F2p6eh0EBls3akwcTjlRhmtlr+UnxkCbZDtXgoGDQ9VOielhLWxnuXaVuDJxxBJDzyWNmcikkHN/9Kf4v3MVnHZzikmpZj9rwlPjpvEWpV5PMHiURCfw8WFxTh12dtwBttzfj10X3Y1t2O2Bj9fahweXBT1QzcVjMLBbZMg7kmP9maUxnWhVc87W83pcDR+UJ8xWLp99GDg4PsWkYd/7howXy8+fa7XM46dOgoPnndVVwm+3D7Di7GnTjZhKuvVJPpbGx9LpeLp5YZqa6axhNrM2G12XjqLKXWGc9j9DlRfCprNJp+/o7ncGamlFwjkWiUr8+mpcxRwt8f/vQXHGs4jrffeR+LFs7XE/iysXjxAsybMztRFlbYcDiEXbv3YeeuPVi5fAkef+o5nvi2YvlSng5IqXtH6xtM10fpdJnwevP4966uLgwMDPDrSRLifvnr3/PUvFtuup69pvbDkGgXiUR52iCX8zRJ0VdgXicSDF/cuAk9vb3Y+sFHWLNqpX79uWPnblaHZ7k4eednb9dlPKfTwaVLt4t+V48zRbHoqYS51CkbtP0CQ3kDgX6ehNjS2oZzN6xFTU0Vv/5ubWvLshaJRCKZvEjBTiKRSHIhg6AkKC+kGSgyx1YPJXqldhSn4vMUoaU/S/miQ3QakpwW1G6MubQWT5KqqPz7j1dibjW4WMVnTaXq0n3TSKQqaPKado+oy3biPiylKVXRLwNUXmp/Vn4SA2uadgClbTxRjpLjSLRTE9cM2zbMwioErqyinba82AfUOVtUMpgkcFFSHgmIJJ+lIpL/6P3pBWrHLnXq8vUZ0gD5NjCyB+a5QMdJw1AT3okUO+2Y2RJRbcBL0Je0GNWdJLXUzmnFPoIkO215s38HxsTDpNlzxTaMz3O0Y9Io13Ub/l3QvtFTGEfAUP8OqXO/DZ6M70skkrHHZc8fVuip5AxDCFtCgoPoRNwLpakDg7ZB2AqLgNoaWPNc7ASQuF4gQSui2GClmdcqy/nplkt2/jIo29WOyLDlODuTFaZtY8JAZVo8K2tiHe8I1sQ6nlzn1a5DrPbUyykOFxK1B7hjSmpyXS5SoL8UNm1mPCHXRR2sbnHDtQWJgYbEOpLrYscaYG8b0BPr+HIitW7nIVXwy5RcN9FESsmwsFsz309JJJIzBOrgY7dUsSC7ghOdxknm+xRC0e5tLQosdTNRdcedqN9/CNaTbbBHKL1u+KjjItXGtEejiJ48gY7nn4P3/HNhqazWl1KT2BTTgQDmgl3yzP9Tb3ep6YOi5mob0XM084GJEolEIjm1JAlTIVWyEzfEjsIQ74Pwh2gZmoF9Dn+dRLYk+G2yWxfhjEl2Y5HKpktj7Ht9vwPHPTYujFEKnL8/9YF9HU9i4xSoKXaE6WR9Y4jejoY56SgFUEDJcGntNg5Qe4v2Em2fKtfNmRYEGYAk1y2pOaEmFBZ0cCFQ7XfRKpIyKZ+U6yQSyWRET7Ua4d3J+N7TJCfYnYr7J5vdhquvvQabXt7IbtuSU8toAPCePXvQ3NyMurq6NGnO6XSmy0sKDQCPqPLdGMMHgEciaeWgEricQw+EHkl7knSoP4ZREv6ZOy8PV193HR9cHz8Fe8pXVIjSstIRfz6nErJ2pfpaUlKXVIFRHXw/1tBxEuBJiOmiASUNUbLNaOCTHclJfiQSiQaNLju/tALri/3Y3tOJx0/W4632ZjQHB4Yl29E1RB77+z8/34crKmpxmb8KPvvYJ7eeeWQ17HKGJCtKn6so9/O/4ZTgunPXbiyYP4cLZgvmz+Ui2KqVy/UkOEoF6+jsxCUXn89/Ly0tQeW0Cp5WRtc6lZUV/FxAKWfPPP8SZtTVorhYHfMwb+5svj6r1cJT4ogQ2+Zf/vYoT15TBbp05s6eia3bPuTlnTVzulr2aBR/e/hx5Hu9/LUF8+bgpVdeQ2dXN4oK1bEBBw8dQZAk/SHYuWsvptfW8PNyOBzhZSQJMC9PHStAIh+V97U33sLJk8249ebrc2rfd97dxtPdBCS8UZmIymnl6O8fYO+riXwdHZ2wsH1AomLq9UEuzJhex6W/ru4e3P/bB1BbU83XReJZQUE+fOy9JYsX8iS+w0eOcvGO6kRJbyQO0v5avWqF6brp+CDJ8J33tuK5F17GRzt2oZztL9oWSZSUOEcpgKWlxVxWpJS91pZWvMSOidraavT09KGltRW11dW4+spLh1034nm23emsjuesW2P6/smmZp7+R8cxpeh1dHTxlEWJRCKZqkjBTiKRSHIhi1xHNHdVwufNnHaWTe7i72eQekh+o8S27n5ad4npMhwS6LJJdklyHbtZax5EzXT1JZLbNh8+h8tqaRjksNGgy3YZJr+hemaV7AbFQ2b1Blek2FH6HpVbJK6J2WtNt58FXcZj341iXLlxt7Pyl/PQvAwCF1u2nP8Q0sVCjiFRj8QwwWjS1YzrMaIeJ9Wm75lKol35arCgtwcbj/v1l0m4rPClSHY0s21kdJ0Lue6HjMtF1WWoXEKsSxUe6XVKEBRlH047Z5PriNQZeyUSyfgzGO493UWQjCepIpQ2+ZXols/bxv631IUgGtQUu+BAIrkO2kyhxfnqM+48F+yBckQbm9XAnO3sXNvAzokVSKSdTST5iiSxihJdUIMmqJGcZiexrkydeUyX6qyJi6i4YknqZFUMs91S8tuYY5TrtHLzchjKHlxYCwsXIdl+olRBEuto34hZhFn5aT/xKxjhW4TDfJ+K5Lo423ex7g5EujrhbOlFfM9eVaqjOhoT6xrqM5d1ouxfyYgIR4eaKUIikUx0olF6PBGFhQYbRXgWLTs5ZX+eMunhqX5W+M5eC+/HPoH+v/4VjmgA1jhNv5PL3K9ZVh2Loe2d9+E/XA+3348YT3Kh7Vn4wIkp3vK5YxgwEWXXVVy1C0eh0PUJa+PYCJMFJBLJ2BOKyi7N8WQiyUlJE7FBfR5Oz3lDEQc6e2ckLctT2KA+b6efm5SThhQ7qAloBYU4cNKJxez3lv4S/TnvccN6jMlqZtJdNhmPS2P9DjLg096jbfkD7TgQoD6ORCI8yWxUzsoiNc2uva0Ys0u3Jn1WSHfiuXW2fZQ6iWAaYfD2I4RYR0l6lFwn2HKwDo09+ayN8hNtJNL5qP6ekfdpUPuIz1N7GaU6YkaZ+gywsiCop9aRiEhynSirv+pA8krH10mUSCSSCYHZ+O5cBZyRSnnDhZfnlGxJ3dbcufNQWFyMnrb2pNctigXtnZ3oaG/H9OnT0z5LiSKp5aQUkEBPD3p7e40245jQ39+Pns4ueiygE9dku6KiLOM+xLLAsJP1RGpKXNH/x1Nz7HYH/te//ivK/P6snx8rFE1+G/bnhrk8pcnYHXaE+w3/JrR/H22trfyeXhnBAHtT2OpDoRBaOzpYOS1J/wbpZypLXp531PNMqek0iTVI1U4ikdjZ37GzCkv4V084hN29XXivsw1HB3qxp6cLJwb7YVMSk61F2N8Rr82GBfmFmOHxYnlhKeZ7fZjO/kZZ5HRiOtn/vg6vnUgm6+zqQgm7Pjlw8DDKSktx4fnn8vcu+9iFeOrZF/H7B/6KObNncllt7/6DuPjC8zB7pnpvTrLcooXz8NwLG7Fm9Vmw29T7cEo9Iyluw/q1ujBG6zj/vHPwyONPY+6cWcjzeLD/4CF48/LYcmcnapBSBZLdLrrgPDz5zPOYO3sW8gu8OHLkGKw2K84/dz1fZumSRVyue+DPD2HRgrZbEBoAACAASURBVHmIRCJcBhzqmpK2deJEIx569ElMqyjH0WMNiEVjuObKT+jnNBrXQaltf334cS6SVVVOG7Jd6aOHDh9OfZX/fyErH9WX0vxWLl+Gt7a8i2MNDWg4foKn4/l8PrYvDnHpjuQ2szZJfY0S42664Vo8+fTzaG5pRVt7O9+e31+KG667Gk6Hg6+Llnlh4ya+TLM28XFBfj4u/fhFfJ9l4lJ2LBQXF+HNt95h7XWStxmtnwR9EjDpmBCphzdcdxUee+IZNDW36OXwsH29YMEcPmmEWfnNXqP2ofL39vWx4+QwlyqFYJf6WZIFad8cOXoMu3bv5eW46PwNrG3f4+Jod08vPFqC3ziFP0skEsmEQvZGSSQSyRhjnGlU78zM5bkd/UU2Gf00v7QN7zeN0cyhIr2MIdLg9upvqhf5bns9phuSy3gdzJ5/DjPFjKeXjTK9jcRA//TZQNPBtHID7KaIpCpbSoIcYWz/XMs9nM7ZlP0WD1mSUtZoUGFTd7IIVuFTy5pUzqHQjpFRz2ZrS/58pK+AS3YEiY4kjAKN8Hnd6Lb38FQ+h0Wti55iZ2QECYcCkV5H6AMnDMdb6sy6LQG1Lbv7BrRyplKEudWdPNWwiJo8w7P78UwSlEgkEskoaWrXJTsS5ZxL53Fxjv/l1tLckGeD4lU7xLmEBg//mRLcIqVuOElYwzw1+Uys91Sn2KWmvmWSvwxyHZXfVlasJ76BOqFJrjPICeP+vDJVqNPLaZ5aR4l7XK7zl6r7Bto+0TrQeUqdJtPFA+o1CE+so++aWBfp7oBTS61zNnUkEusIIdfR/pMCnUQikUxoaNCYLRpHtK0DCLKbuDi7n1PUNLWpmIsmoAF7mFaB6ts/jY9e3QT34SOwIMpu8UfXJla6+DlxEtE3NiO2YglidL1gsfDZ6KVcNzzoKKXmpBluFR6FzI7jjm4+cyxdaU7do1cimVg4rBHp04wjqVLb6SqD8Wcqj5hsjst1BjFMR3vsLpLgKvKnwR5vV1PPvCV6Klstu6U91l6IvJ5eLryRaEepdgRJZMZkNTPZbsiku5T3aZ1CIlO3xTjZjsaeGlSycpBEJiDJjcor6iekQbP2ybSPssp1SG8/2ia1TWOnD8f6G9n99kIu1x1pNZHrGMOV64xtyElJqyNEYl1engOVBb26WEcIuY7kQ0K0iVkdT/dxK5FIJKeaXNOt4qOc1CWXLfD/U3mUUycC0SBkOyXAGEwmUYZoOMwHAJtRWVnJk0WMAhOdQSiVpL6+HvPmzR/Tcra1tqG9vT1pUDptm/6rqDTr405nuElmVVVVfNqdWFydfofntbO6dnV14sSJE6iuMU+1mSgM9xjyFRUhLz8ffR2dCSktTtMcKag/dgz9AwPsOiNvzMpH0uTxhgbThwQF+QV8MP9oEPU37nf5PEIikRgpsDuwttjPv4yEYjGE4zH+989hsfC//ZIhyBZgN8zmu+aqT8DjcaOvrx8rVyzliXACOg/dcuN16AsE0NbWDgfbhyRS2WzJw/ZXLl/K5a3SkoSEf8F552Dp4oV6Uh1Boh0JUmtWr0RLSxu/7lm+bDEXvAQL5s3laXYOZyKpkM6TZ7PPrFq5jEthoVCYr7vQcO7iQtUF52Ld2tVoZdcxJMtfctH5ON54Uk+0S8XhcOLvP30Lytj26Fl6R0cHlixagKKiwrRlST6z2axYd/bqIRPmrr/2Si74pUJlopQ54/mdxLVz1q3mSXJ0LqaydnV1o6t7Dbzavjj3nLVYsXxJUn0XLpyPadPKubAmhHxq6y9+4Q4u5pGURtspLSlOkt9Jcpw9ayY6O7vQ09sDt9uDstLiIetE7bt2zVl8P7SzstIxQZMglJWVsOMieXAjHQt33fkZLjz29PTw9OOyslJ1AmqNKy//OJf/SegUrGfHxtIlC1m91fahMn36tpvYsdLKl6VkPOKWm69HjO0vIR8SLpe6L9tZ3en6mMrlcbv5fhsMBmGzWvhx+0lt39AxJpFIJJMZKdhJJBLJGEKzpMY1m0ukoOXU659BrhN4K/oQbBpFwczSyxhBJGQ1SpEjKBGsM9LDy00CmCPf0HFqrIs9ueMyWzqZUaIaLXzGV3eyZDdH60/nEpuvR5fsTNvfnt7haix7Ulkz7Tvj2TO1WaPQ5TpKUzMmrO0/ziPwuAAmyup35tg2Qxwjua3DcByI713qTTZVta+pXzsW1I725i4qK/jx4M/WSW0mxGnkclykDpwwQ7QptZvajkU40DGDC4Hi2CUo0ZDeF+Uuz1xqFXklJJFIJBMHkqcoxY6krhTJjs5awe4O2HzspF9Zjni/S00XMXyc5C5KULP4KFENcCKRhpeQ7AzbGi9SxboMr+sJcJqkxk/1PAHOlpTUd0oRZRRinZayR4i0Ot6WosysrS2+PLXcRrkOiYQ6BCJcqOP9FIFBRAN9etKeUayDJtbxdZjJdRKJRCKZ8JBgZ4/F0Hf4CNDLbohLuf4OdcjaFFW+qAlo1niXB46Vy1F98w049qMfo3xwEHzE2yigwXJ5g3049uJzWHTn52Fxq/f2U1tnHD4x7UttM3W259hAGP0nWxCj2e5Pa+kkEolkiiKe2Rq6JszkMJKwCCFhEVzEKtzH/rjPU5Ph2PIi0Y7kLS6UtRdy2a1loJq/TtIXl8lICksR5YQoNpRgZ/Z+QlBT7/Fpe/7+AQQCoSTRTkhloi5UV6oHT+7L1D+TQtJz9SzPvNPkunZK9yvXJUAzuW64pMl1Jgi5bs40Sqxr1hPrCDOxzgwp1kkkEkkOTMIbxIHBAQxoE7gZISmJxDun02WaIlZXN50Pkg4PBvX3aLA0JXls374dH7v00jFtqv3796GnuwceR2JwO525SHqYN3fOiNY5VPlqp9fBwbanGCRCmvRnMDjI63j22rUj2u5EhSSECn8ZTh45qg84p31vtVhw+OAhdHZ2jp1gx5qzq6sLR44cSX0ZoUgYFdMqUFJaqk7aI94Y/iZyTqiUSCQSIyTVOXKa+V8yXtA5ySjHpUIJc94s5yQ6f0+vq016jaQ5ozhnhFLuqiorTN/Lz/fyLzPofFk5zfxzAkplra2p1n+vra7KuCyl7xnLXWCyXXrGTl87d+/lyXWzZmZOeRMYpcJcIJHOaxAbCwt9/EtQWlrCv4z4CvL5Vyp0Li4pKeZfmaDLrOLiQv41XGj9ZuUxW664qJB/mWG2H0kGLE0pN117GkU6ItM+5WVLWUdFRfLIy+HuG4lEIjlTkcPKJRKJZIygxCyBLtcRxr+0Zh2gRnHKNT5lU7ejyVWUXha18DS4+kLqsKzABjShtZRuGmagvLCR1YXdSHjAhSZ+mSzKR9+jiXoYZ0zVZakUoWokch11rtbDk/6Godx1TjWBD6VtXLQiTMU10f6Gts820ysvv+gLz5B+ppOhn9go16UmrRnLqjOcY4TK6FbbmPaVeYpbFmxa5YRgF9XagUS7wib0NXnxBlRx7bolz2P/cXX9RbbB5OQ8k3Y1gycX5npMmF2VhJCUBkjtSXLdWw1LsbdNnYVFfKe0RzqGSbLLuk6JRCKRTGxIpjKR7HgqnX+An6YVkuw8Hl3mEt8B9WEfSV9B9t3pL+Of5esQshZBItl4SHaZ0t9EvQRaGhwJa0JUozpRQh/JdYqYpcxqR1yxnNoxEFTulLQ6GNLquOQItY2VPC+sWqpgYh+oiMQ6nlZnEOti3R2wt7HzeUurenljSKzT62km1sn0OolEIpn40AzpkShsHezerLMDmF6rz5c/ycbzDR9qAIcDJZ+8Bm2vv47gu+/DE4vq7TKSXAEaMOdSYmitP4Lo4WOwFhTCYldjA5RJOIhyfEmkF9BguAjJD5SsK8e0SSQSyWlFpNdlSl5LonAfn3iPnmGXU1eHdR9/uYjOvwXG5Ls6/jMJbiS7CaEssdF0yW4kGCWzevpZ+536PeqK3XzbmTBKdvGQBYoj8yR2aaQ+D9ee39P6zOU6J3a2V+tCXaocN2Ry3whIluu6dLkuVaxzFIYSfTUp/RBSrpNIJFOFGPsvyu79wtGwllUeT8wqB5iKZOJ1nirH7jtpQPP4CDuGgmQox1hD9di2dSt6OjthNTw3p+9UT39pKR8MbVaWOXPmoLq2Dkf27UtE07DvDqsVG196CZ/97GdRnGVg/HAIBoN4/vnn+X07TzPR2j8Wj6HEX44FixYNuY6M+zULy5Yuhb+8HG3NzezzFv0TdJZ/7plncdPNN8FXUMjnARrV/mKrDYdD+Gj7dkQjERT4fMjzeOBwOnkKjPiyWK0j2k6uRyvV9eyz1+LtNzbz7avPQxTe5nv37sGe3btRXV099Ipy5AN27B05eAgWxXAdwrYXZm2w5uyz4aEyDLPCYvEIO36j7CtECYyUxhiN8i8p20kkEsmpJ9c/5SSr+QoKklLFJOk0HG/EW1veZdelcVx71eU8xU4ikUgkkomOHHYukUgkY4RP88GSZgoV9wSiE9Dsr26Ocp0TB9n/l464fEkIuardx7YfwxZvD7xtpTwJTBW2GtlXWK2TVSvbYEp5c0nmGyFpndrGctMXK3e9dRAnqj283ASl2KnJZaq4xmd3dWuzu1L75yiEJRE2/DyUbKdBHd7U3UFynUhaI4RYR+IaSWCC8qKe5ONkqDOzYV8MW65LhbenOjNvnj2KhoElqHHv4JIdJdltPnxOkqxGbcolOyH8ifLmKC+aof97yZIKqMt1/WqdqS1Jqtt4PDHDylpbv55oKNq3wtczZUMSJBKJ5IxFSFQN3bqsxsW4ik7EO4v4A21xCiIZDfDoiW9cSnOG1WXYe5SqFm1s5ulo/EF4hSa3j1caWia5jmQ1qgO9Zti2SK8jYS3GU+BcsJQVsGsOuy7W8eWUUzQ6nsqfItdhNitP1Twu1llqa2BnbQpNqLMUJ2Z0E0Igpdbx31PkujjbD0KsM6bViaQ6JVNSnZTqJBJJFtxBBcMYaiw5BVjigCMaQ6T5GHqP1yN/5Uo+AJDvJ21A0Ck7r000aPSaxQ7HvEWouOkmnNh3AE523nNo3fURfnUj0tJyayPu7NEM/d1daN7yJirnL4DVwto7NebXgByKng5PEGCHZ0yh9mdf4QGEjx9G35EDyEMcp3iqA4lEIpnS0HNlM6mOSBXreAodf93HX19CywJpyWdiPQKRkkb5LZUFhWjsyeeJcv7+ErS4Ev0SJJzlksSWCSGm6etIEdV4H0ir+WepriSbgd2S0wR0xhQ34yR44tk6tZv+TD6ULiYSmeQ6Sq7LlFY3HLmO6imWN36O0gEFQqzLy3Owts8u16kr1T44jn1REolEMtEp8Obz1LGuzk6etp27epRYcv6CBVx2mgz09vbi0UceQTzK7t1siTvcuKIgGA5jwaKFXLoyo8zvx4oVy3Fozx4+EF6IS5QYs2vXLrz77ru49LLLRvfcQjMed7P1vfnmm/CwdjfutSgr96y5c1BVObI+/qFK5tfkvdcaT7LzsVU8ioHT7sQHH3yAre9vxYUXXaQdS6OA6rh7N7765a+gtaUZ3vx8FBUXc8mgsLAQq1avwqc+9Wku3o2kQrneh9O+uuDii/H9731Pe+6k6K/3dnXhyaeewsWXXKJKjqOEBM7HHnsMwYEBuAyphPS6lf2+bv36kR877GOz5szGOeedB5tW1hirT+306bDZcxykIpFIJJJhkV1gzu3vub+sFF+++86p2+eRI3W11aitqZLtJJFIJJIzCinYSSQSyRjBk9PQkxDRAD5jKiEEITPEMgR1jjZ1ezUxKwEJT0HM1hYa4xlDoxZE+grYNvr1FDuiuUskwmmikqG8SUlmKRgTy0yTysaqM5SVuyo8i5dbFauWckGQ0EW7dpde9qHKnQ1eD+PITWMntWHfqscA9P2XLNWp7NVERkHz/2HvPADkKuu1/5wzbWd7yW56hRQIoYXem9KxgQ3QKwrYrtfyXcFy1asX1IsIIl5RVEBRkV4V6aFHICQkAULqpmySTTab7dPP9/7fc87MmdmZbdnN7mafnw4zO3PK/33P2cyec97feZr7v594p5N1eJffZ7yJhooO9dyxPQ6MtyW7TN0znTZlUvckrdEVSt26Bty3ngv/gjetTpDfB3v9mT4t1F5XDBREuEz/Tnrw9iMhhJARjshVEk6alWb3blqyi2sprRRWpwhfCViO8GUnqRXri9ZaXKur1UJXmhzRbY/oSaqDI6kh5zR8zrpTTjvS+AKAObA7uw4W6eS6gCdhzyPX6T4OBNJCHdqd71tHqrM67D+IRaxLtOxCyBXrBK9clyvWUagjhPSDrpCFfWN42L6DfPfqW840t6Bj/QaUxeKwwjIQaAxfOPXeTl/k+eJS1J5zAbYvegGRhx9FUSKhtTo7h8Dof45dykIgFkXz8mWY1NGull9kr6pQjAHpjv6jUf/5ZScJWmo7rFwOc9dOLd4RQggZXLJuUOjBlet6ksIEEcNcKU5S6CaV2+fa1+4OYb/KCagp9chpObgCl0uXsQrTaubqZZa0tqGuo0kLZyK/iRi22TOtV7brj3gm0+aKeiK0ueLZ+h2etqg6XOlM2pzbFhHPsm4s6ODe9M69ZiG4iXVCrljn9p/bVm/7+ptY522bV7IT3DZ2F+u2p8U6IZ9cp683MLWOEDLGkcOROQccgJtuvllLPAM9xBNBp6I30WlAWD38NPh0dXXht7+9FW/86zUU+bKHuskg+ZRh4AMf/GBBmbC0tBTnnHseHn74YaQi0fR8etktrbjtD3/AoYcdhgkTJuxRnS0tLbj9ttuws2GrlqUszw2HLNPAaaefhnG1tb0uZyD9KQl8Z517Np5ftChrAYbPRHvzbvzu1lsxf/58jB+ENkp/vbdihf551/ZG1GOtPicUVSuePmOGFhd7RPWHYZj6XEgukuTWV4484ggsOOQQvLdyJYL+gO5vucdRQB3kP3D33fj0pz6FhWqaPRnUn0qm8PTTT+GJf/4TIdUunQDo9G88mcCCww7V+85AEeHziiuvxKWXXpquUxbv9/tRUVnZ88yEEEIGRE+pc75+JKxRGusb7CdCCCGjDQp2hBAyCIj0I/KRJGwJrnzUkzDlkjWN54KhKxK96yS0FUx16w+uVFWA11fMQOmEdr1ekcCkBm+CmUaEtUQfxCoZQ5dz7tMrU9nt7iW2L113zjqcNtRvj2DqjGyxakfHwVkCW6G6g/5YWgD0SoG9kSvWyTaXtDohnwTmbj8XqdUrMoqshuL+7Seyzpb2LrjpeINJfVQGvy/A1G3LdZ9K/e7+4DJnij3+3Vt7FbL3B+nPvIJlHrKlulhaVBQK9an0o4ihLq86XsIx29R/xu1My42CrtOlD33t7pdekS8tuAqDLbkSQgjpGZGvPJIdquxBV4ElSMtfmDQ+fRlWLjzq5DQvE6rTCXhpqUvkuIEKXfnEugk1GaGuyk5Z9dbkprVliXgKs6UD8Ap2IwXVZ5KwJ7gJey6STmeIxO4KdfJmRwTJjnbdHleqE9zEOj1fc6N+zpLrXCjXEULIqMdyHmZXHLEVK9W/+7uQCtrfJYY5NuPFdZ/IwCs9ZEyrb8DEyZh5yaew8qknUdIWg8+y786eSgt2fR9Gp09lRNX38oZ6YNdOpMbX7Pmd6McqFmzV0fBj1+LXUBqNwezxTsaEEEKGCq8YtnzTZP06Wwwr09dL6jq7PKJdJcJW9g1tvEJdOhWt3H5f1rFgqqxji35bxDZXtJNkuUG5HuPglc5cIc1OjXPXUQNIAHyOaNeN8uw0O417pd9z2rsnuc5OrStLt69Qet2ekl+ua0sLhAum1iNurMSEsol6um7tyoFyHSFkLCJHdiLz1NXVDXcpfWKojkRFmNq8eTNu/e1v8dtbbkGRP5Ben3vEFo3HcNKpp+DUU08rXJ9h4NTTTsXJp5yCvz/0sE6XE8lLlh/w+fD04//ETTf+Ald/+1soKy8fUJuisShuv/023PWXv2jZTJZtOOuIx+OYOWcOPvKRC3uXzwrQ2xGqpNqfd94F+Ntdd2PJq4sR9Nvf87J+v2ngn489hhtnzMDV3/rWgKXLRCKhln8X/ipt1JJcppeSyQSmT5uGj1x4IYrCPf8tJalyttzgbZWh/9fa1pruu96Q9LzPXXE5vnP11WK72UuR8yxq2ZGOTnzzP/8TN9x4IxYcfPCAkuxEbn311Vfw3W9/G0Y8oZdrWZm9LxguwmWfuQxlZQO/xiPtlO0xNCIsIYSQfNSOq0FxcRidnV1Z7wcCAUzaQxGdEEIIIaMfCnaEENIXehDTXIFKC0+l5VrmackZ0y0CVpbkg8Kf5xOnKoqrsMl7TJcrnCX7cTLQnyMHSbuaKvCiejk9VKvFqte3lWrRbt44iY2ZifGVDdi+e5KTaFeuU+FEiBJZTeQokarSgpqc03bKce9G29vFzx4T2HLbmsOLuyfgyMpSYNuadN32MjOindQvV5+9dccSQQSdq85aBAvYdebeQddbu9tGWYa7jWXbuRLYy5sOTk/rSmBeZDu+moii1NlnJGVNy3mdrell9WU/keftu6uyJExZV7f9JBdfyt5XfAVkQvlsdxnqEUF95QScgG12W9BdFNR9qvb3LifhUPpkfBEQiwa1vOjtL1e0c++k65UZZTv0VVZ85z0LHc4djGW7S62ayraMbFfZmZUS6P5eCvl+N724/Svr9gp6LjIYYCeKs9/M/X0ihAwqRYEybzAsGWu4Apw8eyQ7YJWW5RBvQKhxkvoHugtZ/xq7IpiToiYSXqgxZ9myrE31e16jLMeTVqfFugn2ILaOSWUoSdi1GI3V6fQ9VyyzaiKDPuhAi3B7MH9sUhcCk6vSgqCQTq8TVJ+6l7utTmRJdUJgrT0wsZBUFzc3I9jgubA+WEmCZJ8g4Bu8AayEkOFBK2SWhVDSwPYXX0Gd+q4tqq2WO7EMd2nDSsq5+5DpjL8ywiGUnPl+TLzow2i++6+o6YrBShjOMDInRa2vyF3Z5c7uWzYhtnMbApgDy0qNWaFxQDjeoz6ZFYkitWoVGl95DZWROFVFQgjZW8jV6hiy0utcuc4V6yTpTRAxTKQwEdV0EpyIYk1y7rZMTydy2jH7Z473RaYTeStYGdP3VRsfWQWry1TvuZfIF+r/ioTmIqKbSG+bI/mvW+QmtfUHdz5ZRr3IdtKOYjvRrrFrSloaBLJvzqOT7HKRJuR85ffUh7LcFU1T0v03qMjynLblynWzJ9qpdcKCqVvsxLpK9bdiiVw3WJ25JiPtcS4HyXUESnWEEDLS8Spu9jkBv3/whqDF4zFs3rQZixcvxt1//StefuFFWMmk+t4w09KaVJBSx8BV42rxhS9+sWB6nYvIWFd8/vN4/vnnEW/vyAhXank+9bjt1ltRXFKMz3/hCxg3blyPy8qlvb0Nf/7LX3DD9dfDisW1iCW4CXZxVexnP/dZzJo1y34fPQt8AzoeVTNJAt8XVP1XLlmi+iuVkdTUs98wcfvvfo9AMIgvf/nLtrzZWyEeYrEY/v73x3D9ddchFY3B703/MeT+Pwl84uKLMXfu3F6XJQJDcWkpLMu7J1kIqmWuXrtW/d3SoVMHe22yatfZZ52NRx95BC88/UwmxU49RDB8680l+Na3v4VrrrkWhw0gZe61f/0L37r6KqxdtQoBX8A5Z2PLf1HVH6edcTrOPOsstS/xPAwhhIwmysvLcMapJ+EfTzyt/uawD0Tl74KTTzgWtbU1w1wdIYQQQoYbCnaEENIXekh9E0TmEQENaEALAnmm6CrwfvfPZTm54hQgiSdT0FEUBSLOiWGv2OOKU/3F266mCtT7IqjHbC0siVzlpsK9uO749GRuUp+k9LmyWm/pb65YJbgJcN5bqkr/eSU7SabL3L3VwSs5JjxfX9ur8VqT+sxn130kSvH6tjVp0c5NipNtEw5k1+2tz/ucj0zdGbY1yzazhUhXyPKKdbkSGPQY8pD6vDOdsiaiWmbf6Ot+kj+9rrGzJn/fueTKde5+4+5L0r9uH6t+fVFqV3X7Exnpz5UubRpQURpO7w+y6iq/Lc25kp2XvlwQFyHO/l1Ct9+DVxPFtkgndUnd7u+C2y5Vq0xzBtqd/cmuc/tu5PRzIQr3vwzc0H3r/g72In4SQgaHSDxPIikZO7iJZu7zzsxH+nrvpmZYU1v1a/n2km+zLMFMRLuO9sw8Io1JcpoIcSK5DTTBzk2v8yTRabnugHk68U2EPqGoohpxVY/IZ1KTIcKZk2Knp29S9dk34teSmjchbqC4ottACaam2BeynfQ6aYvp9KlRXJwZLuHIi1bDdn1fhXRinSPWiVTnJvYZnqS64E71PYpoZoVMrSMe4sme7hRBCBkN6O9ny4ApA6IbtiH63CIUHbIACATdT9PfJWNFXJJMOhMp3e6UfGsadlqdEQih+pOfQONri9Hx9ioEDT98lkxrH5/3VbEz1f8CKQtdu5rQtW2r+i5PyW3ah6w9+yJylsSyNw3MWAyNzz8Pq7EJAenHlP50mCskhLjEkrykOZQMtczkXiOQh/dcu775WmpuwcQ1VwwT8qXKacnOEbpcCe/VNdPTkp0sb1JVtT6n4Mp2XtyUO1mnJKvZOEl2Djotr6oNS5oL3yhwT6Q7ob4thOllUaeNNcDWJl3HRk+andsWbzKfi9t/7nS5fajb0dnDIEGPIJePQu1LC4PqIfWLVCdkUuuiun4R6wQt18l2kOtKZuYagr4xH3q+zkQIIWSkkTlWksQwSUhr2LwZDz/0INCnNHDnPIGaVlLCksmkHuDe2tqKLQ1bsHbNGqxcuRLbG7bax8siwzlCnJbWDMs+ZAsG8dWvfw2nn35G7xWr+Y455hh84//9P1z/k58iEY2mBTS9fFXDTT//OV5+5RV86+qrdepZWVmZk7TWHam7vb1d13r99dfj6See0HKdO71OtFelJtR6L/7Upfj4Jz+ZXl9v50X25EhUhK8vfOmL+M3N/wdDOsnTRiORniTyMgAAIABJREFUwK9/cRMWqzb+5ze/icMOP1wnpxWSI6XPIpEIdjU14eZf/Qp/ufNORNU2ktQ/y6lTtko8mcL7zz0Xn/3c5wr2l5eiUAiVVVX6JkFewur9Z594Er/65c2qvz6hJTvps6SqW+S2ceNquyXRTZw0Ed///g/wmXXrsWndOgSclMOUIfuliddeeAmfuvRSfOnLX8I555yDCRMmasEvX0KetFdEwoaGBtx/33343a23Yqd6HfD79H5t6DM9lpbrpsyaiR/8939jwsSJvW8UQgghI46Fhx+K8ePr8M6q9yBfR/vvNxOzZk7vU4IqIYQQQvZteDWKEEIGgiMe5ZN59hSvVOSyqWsB6qM71KuKQVlHN0SqEsnKlfRU+zY5aXbvZk3ottGWu0RaqiiVweD9HxD+3mb7RGOuRBXF/pmJCklM8r5XsnOlMFX3a2jDCZXQy8rUnhGt9rzubLHNFeuyhUh7m2F3JCN/OfuMi7t9XZmsPxRap33x3cl6cvuuPwlrrsQofevOr+qWV/7S1m59KnXMrpYBCbn7g9D3vnX3BW/7XOEyr1wn9CC95tv2mVp7p7vgmgPlOkIIGR68aXZOop0+vV1lDyyTb4aEFsLsQWUpR24L7LQHd2npa0/WnyvWTahJp9YZjpCW3G+yFtIESX3T31bqOSoCmppGkve8wtloQPpQ/prQEqMjLLoinyvW6cQ6wSvXue10U+oo0xFCyD6PnFHQA6usJIo7O1H/jydw8KWXqIPFECyfP31H8rF4edqrF9phaSaKDzkMdRd8ADs33AJ0RBGSO/H3L79OI9/RZlcEyeYmGf2ul63HGnIgQJ+w5Ud1qC93uN+2FU1PPYmgJNlZ9j5NCBk5BH0J8Kzc0OG9Sd5Q0E2sc5LWCol1+j1HrhMxzJXrRKjLh5bgwnb6WwPKtGQnYpdIc7LcmlLnBjzl9pMr2unncklWs9+vKa3R80gdk8ptOa2uo0nX4Ip8bg2DkgLnCGpeec0r2Ymk5uIKgLZo1/3cQqE+9Kb/9VRHT4KgfJbbXnnP7ROoZ29inSCpdRlpMSPX5UPf/JC/4IQQMqoRqelfL7+CV156qd92mBwJp1JWWrbTyezqfyG/Xy3XD0NkLiexTpDnWCKBUEkJrvj8F3DFlVegqKj3a9NynCzTXfbZzyIajeJnP/0pTLU+n0fYMlUdLz/3HD61fDlOOPFEnHrG6Zg7Zy5qxtWoecPaVYtGY9jdvAtr1qzFomefw6LnnkXDlgYUB4OexDjoBLmYenzs0ovxne98F5WVlQUqG1xKVL985Sv/oev87f/9GkHVPmmjK8QFVI2LX3oZn/nUp3DUMUfjfe97P+YdcADG19UhXFysUwJFaGtra8PGTZvwr1dfxTNPPokVby1HKBDQyXXeGyh1xaI4/rTT8MMf/Qh1tbVpoa8nwuEwpk+bhiQse3rLPWdiINLRget+fC3uv/9eTJkyFab6vK29DT61L/zhttsxfvz4rGUZholDDzsM16rt+a2rvolNa9epOkN6vzJSht6Htq6vx3e+eRX++uc/47zzzsdBCxZgqlp2cWmJ6hsfkqkkOlR761V733rzTTz22KN4e8Xb8Bv2vu0mEeqkvngM+82di2t+/GPMnz9/0LYbIYSQvYt8Z0+dMlk/CCGEEEK8ULAjhJC+4E1Pc3HEI0kjc2WeHR0HD8rquolazvrsWvJcZRxIep1eVjIj1+VBy27b1uB1VYubCOe2UVLnXNFroHhFwm6SmLedbn3e7ZDbD/K+k84mfabvlKpql20j65B1Sc3Cntbt1u7i3V7SZzrtTAuRzjReyU7xamkrjtkGZ78Z2D6T228ZCbOsZ7kuN8UuH+78nmlFbntVrcqtW9YvaXaDvT+45LYvS67z7u/e/cD5nfTWmb38vvd17u9g1vZMr3vgdyQmhBAyQFzJTnDFLayyxTX1KtQoP2/Uslv6L7fGHbDeeTedqKbFr/S8faAnsU7/nJHrdIJeiUfO1il6jvy+bVcm1U2eJVFvpKH6xpYf3tWJeyHdti4tLrp/PYQcYVH6VffxNntwnIh1Ql65jhBCyJjATpWVAW8JlFgGdr39Hnb//QlUXvxR9X3qR8py75pujCHTzoAJn6e5ht0FkphWXoGpH7sUrYuXI/HcIvhTCZ1y51P/Nfo4GDGl/udTy/OJELZNfRerZRhmEcZI5w4KkjBoykBN1YdNi19G16uLURbpgl/rjoQQQvYULU4hOyHPK9d5pTBBxLDVW0PptLVCYp1XBst8FlbTT0FdZ5eWymQ5sydmEuBcXMkrEEpo6c+V7HJxRTstq+lEOVv0E6ksn+jnCmh9SbJLJ795pDV3mbJ8WY/bFi0Ntk7FJCfNrps0CBRO/essyxLrvHX3J3GvJ5nQTa2bWduWTqyTGt36ssQ6c5VOr5O+96IT7IZY8iSEEDL0yL/iIkj1+5DUMHXUW1a6m0fScuUm+TyVSKAjFsOkaVPwH1//Oj75iU8iVNSDRJ4HSWz74pe+pGW+X998Mzpb2hAKBuxjd7WOcDCEjpZW/OPhR/DUE0+grLIS5eVlWlwTmasr0okWNU9bczOi6rtaBLCSUCjTHPVzPB4H1DI/eckl+N73v4e68eP36qmQcbW1uOrqq3Ub77j9dsQjEQQCQd2XUkc4GESsvRPPP/E0Xlr0PEpVn5Srh7RRBDpJaGtrb0eramNXa5ueT9LlpG3usbK816mOpRceezT+939/innz5vVJrhMCav0LFy6ELxjMyGuwZUtJqJPj9HXvrsK6d1bZp5HUz/KXS/2GDd0EO2dGnWJ4/c9vwH//4AdY+vobKHbrVfMGAn71d0YKK5e+hXfeWoFwWSmqqqtRKu0NBJCIxdHW0Y7mXaq97W2Qu+6EVD+48+vrJmr+tmgERx53HH74wx/i6KOP2dPNRAghhBBCCCFkBELBjhBC+koBmUaStUTmeT1f0tUeIKLWa7vlAuSOjFiUr5aBynX5liU4Alv99gjqK9sxPZSR1dw2imznTdjLxdq1A0Z1ba+r9qaDuSKhrLfH+vLJji7SF6qv6uGpfVsXQsiWBPtKb+3ITTdLi1i75RRrmV1PHoHRK6vtyX5TUVyl9r+oLZ9595PexC/vPuOV7eT9AjKprls9NoX208mGQm/7Q1/3Ay/ePpX2beqa4vRpL3Kdp1avZLcn/Zv+HZQkQq9cR7GOEEJGFh4pzMXYlrkjejpRzZl2QIlqeeS6fGKdr6QIRnExrM7O9KyS+paW0kYD6f5USN+5ol368zxCHTwDA/LJdUyvI4SQMUFC1GvDTrALGCaK29uw45G/o/LUE2HN2g8Jw1BTGM5AueGudm9idG+uthEDwLRpmHrRh7Hm5ZdRovrNSMXVox9LtpzvbLnLf6edMGs5I/bGVBfvAYZlwEokkdrVjG33P4hASyuKrCTlOkIIGSIKyXWuGCZinAhhuQKbCF49CWHy+Wbn9eaIfS53ihbLNms5rdvw58pVqAuZadGrLrRaP1cF/agpn5lO1gOmuzOgcW2eFbvimae23mr1kjudzFvvmV/aIu1wRTupY6Mj2umUvXSqXYVHTizrJibm1tTX+rqJdZ6fp5RF069tua5N17Vg6pYsqc5NC7T7Ws7vJ9LipeBKdZTrCCFkdKD1LMPKe8ypBbl+pKlnHXflmU8n2lkpnW6XUq+DoSAm77cf3nfm+3Hl56/E9OkztIw1EMrKyvDNb16FU045BT/64Q/x5htLtITm95kwDdNOaRPBKpFC284mtGzfYd84yKnVpz6TNQcCAbdYLbMl1MOv6py/cCGuutpevqS16dn6WJvheewJVVVV+J9rrsHpZ5yBn1x7Ld5esUILin7TbqPpV22wTBiqfzuad6O1aZdOD5TzCiINmqb6XBXh9/uzJLhUMomk+rmyrhb/ftlluPyKK1BX178bCsq+ctbZZ+PiSy7BX+6800kS9HknUNsg8/eg9PXuzg4sX/4Wjjr66LzLDKptcdrpp+PA+fNx3XXX4eEHH8Lu7dt1ep8p21I9yxKlbfGOTmxtbbMTE+VcltwgSfeLWq/U4dz5SIt9qaR6NjBh2lR84aMfxZe+/CVU19Rk0goJIYQQQgghhOxTULAjhJD+4hV8ROZRjxfdnyvb9nz5WTKd57W73qGUe1yxSp7l0VSBesTUQ9LhZtufSRud8dL+0tYCC6oDOgt85F1du3NbWN1mj1jnil6FKCAFpusWtlej3q9ql1u5Y3a67sI156NwO9K1p+uXumPqg+o8E+dJP9yT/SZXuMxFpDk3fa4/AqY7vdu/3v4U0n3q2Rd0PYX6tW/7gV5Vvv4UpE9R4dTi7y7VubW67XSSAtP9O9DfyXQNOX3tCol7KrYSQggZOF5Za2fmpeGKXRNqAFeog3MROje1biDCl1euO3guouPCMKdNha9uHPzFxfa6StxDbPtnr2iXqXm3XeNIQ/pE+lNkQpHspM+cvpSEQJe0UOf2t0tuWh2lOkLIEBOOGuiHh0T2AhZMPeBItoyMMQrFutDy4gvY8fgTGHf5Z+X25HrQ0hiKr+sZGQRYWoKy889D9cMPo/mJJ1CZSKFwPkxhUqo7Y11d9oA3eXCQV78w4gl0PfUMmp97AeOTKQRU/yWsVD41khBCyACRpLhc8sl1LvkS0wolxLnv584jwl1dZw1mlrTZKXSKdOpbaq76z2pb9HJLk9kdZ8yVw2pKM8fvUmNdR5NO16sL50/X6ynprTe882Yl2+n/yrpqdJJeSUmw27xuHxaS69zn/qTWCbnTe6U6uTFjXbFdjyvXifCXT64LlsUyC8lz3zxCCCGjh5Q6Zoonkuiwor1P3Ges9JkCV+QS2SoYCqGiohKTpkzBAQceiCOOOhInHH8iZu03C8Fg9+/D/iBylD/gx3HHH49bf/97PPbYY3j4oYfw5uuvo72tDT6R6AxTi3QyremTxHlHCnfqFMksqWWzlBYAS8rKcOSRR+Lcc8/FmWedjVmzZva/J9RyovE4Iuo4NZ5ykvvUI5ZMIJHs3/e41B1SfXjWWWdhzpw5ePSRR/Doo49ixZtL0dHRro95RT7zO22U1wYy18BtwVFtc7W9RTKT42SR0Caq7XHCySfjwgsv1ALhQLeFzHf1t7+NcHEx7vnb39C0vVELbj7TlvvgnN6QOuKplJbhli5dhoTqH78rNqYb6z4ZmDhxIn70ox/h/PPPx51/+hNefvElbN28WSfQBczMNpVHwO93V6K3YcpZj/R1QhUQDAQxS/XdCSefhI9//BM45JBDdJ8SQgghhBBCCNl3oWBHCCF7Qq5k01SRee3rx1C/kSrruFKT4IpN0kanbe510L5Ia1kClcvuPALhYODW7ApZImE5dYt45UpXg1K34CbVededL13NO70Xd7/J3Wf60ieF9rP+7H99IeH5k8Fta559waXffZubUJcrJSby/MmST8L0inbe5faHQv3u7dP+youEEEKGBlfi2uSV7hzRy02dG0hinRdZTk5ynSvX+WdMA6rLYMjFXF8AlmHCSERhoBVWxygcMeZKdjnkTaejQEcIGWa6QhY4nGVkYWrFzkYGl8nPRW27UX/H7ag5/RT499sPCPic7xU55qO8JJKdUVWB6ss+jZ1rViOxajV8Vt8HzLmpszJHPBYHYurvj2DKlvdI30jEEV37Dlbe9jtUd3Sp7jP0oDrpQabYEULInuFNKRMkvc5NhpP0unxyXb70Opf+ymH5EKlPBDAXSU2TZBoXSVmrwvp00p53WknBk3pnoyFLtrPlNxSsu69I+3oS9GxxrgZ1aMLqjpAW26QOQdLt8sl1/aWQxChMKUpoqU7IiHVRTKvZrsU6kRe9/eVNrrNiqp/lb5RReKqEEEJINjU1NXj/2ecManqXpItJqlpJcTHKytUxcnWVXs+0qVMxZcoUjKutRWVVFUpLS+0kskFbs42s47LLLsN5552HZW++iZdefhkvvfACNm3ciJaWVsTjMS3TufKfodPODC1flau6ps+YjhNPOgnHHXccDj7kENSqetMCWD/vMeTzmVpemzV7tk5ccxHRbd7cuQPu91mzZuHzX/gCPvShD2OptPGVl/DKiy9j86ZNaGltQTxmt1FEM8tpo6xKZLSicBi11dU4SLXtmGOOxsmnnIyZM2ehoqJiwAmCLpMmTcJ3vvtdnH322XjggQew/K1l2LShHl2RiJbcDNg1hMNFmFldo/eLWD7BLoeSkhKceuqpOPTQQ7Fu3Toseu45vPzyS3j3nXews3EHItEoEomk3j7SYt2rItz5/Fr4mzZlMg497FCccPwJOPb441Sdk3XqISGEEEIIIYSQfR8KdoQQMlT0JUFspEk6Iizlik1eUSxXaHJktbwSWk/kE9T2hNy6C8lt7jYZrLrdZWbVkmfdfU0ddOvLt9y+zNNTXQNZp7dfexIGBY+4KPSrb3PlunwUSq4rRK5o15dp+zIdE+wIIWT0kJuoNhhMqAbqauGvqIZRUmon1vVyIXfUIeJc2JH/pQ+dRLs0Q9GvhBBC9hHkOM0eiGXq27mrr0n1nrnyLTTddSdqv/Y1oLwYMILQUXZj2q9ztDjpB78fZccdj9rTzsDudesQiKdU//VD7bLsBDsNYx37T+tubL/nXsSWLkON5ezFhk9tg+TY3kUJIWQwybkaLXKdiG5euc4Vw1z2WKYTUcxZhshnyHO6WlL1tPwlkp2ZLX+5cph3Plsga9FioPtZSWsbsMOW30RA2+xM6xXl+tMW77RZKXYRv16+K9lpOrPn7U2u608duWl3rlzXm1iXm1wn/ZvG81L6nBBCyOhk4RFH4KGHHhqelTvnGgb9YE3OXwQCmDx5sn6cc955iEUi2LFzJ+o3bsTOHTvR2tqCiHovlbIQCkqyXhnqxo/H9OnTtVAXzEk1G+gNW4Jq2b++5ZY9b1O+ZQeCmDptqn6c/4ELEI1G0aTauLFetXHnDrS0tGjxLCnJ7gE/wuFiVFVXaQlu4oSJqBlXM6hipUZ1VHlZOU459VT9kJp2Nzer/m5VryNaagwVFaGyohLFJSVanOtzDWrZVZWVWLhwoX78x1e/ijbVRtmmjY3bsbNpF7q6OpGIJWD6fShVy66trVPtnaily7Ly8qxlDcm+RwghhBBCCCFkxEHBjhBCBgORbqLO4Gqv+OOVfPIJObmfi8zUVxlrqPCuPy1X5dTkFY1EjiokeeWbPh97Khp6l50rCHrf97YjNz3PrWGg7XCXnSX69WFb5tbVm5A5kP2sN3qaP0uyS+av1+0TT6JdwfUU+jxXSC20H/b3d8Tbnj0VXkeaEEvIGKAoUIbIcBdBRh+uIOYVxQYhbU2n1ykkvc49kLZCYRi+jGDnvbAr8p2VM9jNi1UTGfRrsamKEhS+130fcPstV7ITRLTbVJ+ZhpBBJuAL9z4RIWSEk7JFL8u507l66bdSqOxKYMsf70Bgzv6o/MAHgOKg3BAdhhweykSGZT8wBo+3VLstn/r2rh6H6ZddjuZX/4XoW0sQTqS0K2cacvzr/MVQaHSedhUlL1D9hWIG9B3XSWHcsxKG2gmNaAwtzzyP3bffiUkRESyScPMIMvmAhBBCBgtJr3PlOldS08lrPaTWDYg8KXAi8k2rsY9vpQZXBHNxJTt5eKUwSbMTkU6ml/pFJKsprckW7YQd6CYJuuTKan0ldx63jzZHek5PcdfnPvd13YXS80Suc7Hlujbdl165rqbyFVT5g+nppA+lL70iHaU6Qgghe8xQHe7mWW6wqAiTp0zRjz1a5Eg6RM+pJRQKYdLkyfoxbOSpafyECfoxOMvOrECS8Cqrq/VjYMsihBBCCCGEEDIWoGBHCCGDQdSTXJJPAHLlOZeePi8ktQ0HPdWQKxoVEo/2Rru86863/Nwa8uFuw94Ert4Eq/60r79905f9bE8oNL93Pflq9M6Xbxnefi/Uv/J+oX7obf19pbf+ieYkEA12/xJC+k0k3tb7RITkwxXABkkEs6ZW6eunHZPK9EG0FtlKijKfG/Z3hPcaq9XRc/qr0aTmH+Tr1mZLx54twNtf7muvaEe5jgwh8WTXcJdACNljjLSPZDn/NZ1EMHNLIxp+dQuKp89BcOER6vDPgN/y2XK6TCQ3NNF3Ah8rx11aP9SylxbpTAPGAQdi4scuxvbV7yLQ0YmAeg/JpPo7w4JhmXkHc9ljxSzdj76iYjtZ19wj3X6fJuuG86pvsWYt1v/8Fwhu2wFf3P3bzRbrjPQcuXBUHSHDRSzJS5pDyVDLT0F/LOtnN72usdOWxQaa+OZO75XYppRF05+5iWuzou3p99y0NS86wS73tYTWI6ElO7v+uQVr0Cl5OlnOkewkzc4jDQ5UsvPO3yOexL4+TZ9n+bn1uWKdJNfNrLXP0R0zc5N+XjB1S1Zq3fgy2YcSWX0niXXefqVgRwghhBBCCCGEEEIIIWSkw6tRhBCyN+hJ7BrN9KVdCc9XjT/RfZ69LRIWTLjr51fiSBAgRwq97Qf97VtCCCFkJDKhGv7KKvgrqmGUlMIoLobhDGLfp4dZU6gjhBCyh/gNE8UpoHPpO9jyy19jxk9/DP+ECTDMPMeK6VS7vV3l8JISGTHkw7jzz0HXE/9A+wvPoiYZ136XZZla97KM7rKXZdhdJs+BkjAMvwk7HnCMdWAfcXvQTMSR2lCP+ht+geBbKxBOJKSHc6YihIw0gr4Eer6NCdkTctPGBptYItjzBDmCWE+48phXCJPXXiHMFesmlUcxrWZ7Vtpa3Fipvgxa1ZSZmtwEuyw8O5zUXxVcj+bYzG7pdzaVKGltQ11HExo7a5z3bNlORDu31oGKhPnmzyJnWX1Zdr5avGl12f3YPbVOkL6Qfum273j6jmIdIYQQQgghhBBCCCGEkNECR7wTQshgILJVTylk7ns9paO5yxhN4pa3XQWn6WHYw95qq3f7FJymH8MzBqvu/m7z3vaz4aK3/h2Ovh0Io/F3kBBCyN5j2y6E6mqRrACSHe3w11YPd0WEEELIiEdrXlYKAXVYWIo4dj/2GLZPnoTxX/0qUDsOVsBJsbPcgdfpfLF9GsvzkJZbPp9O+vPNmIyKz3wau1a/jdjGeoT0NDKF9EkKufKXuHQi1yUkAa+8bCx03YBJy3XqlbVjBxr+71fY/dC9qIm0q35MaYmR3UcIISMfrxSWlVqXk7bminWCVwqz5biJqPJHEAhln7d2RbBc0U6mi0ftS+peyU4eTa3Vatk1eh0NzRU6mU9EOzfRrrErrGvzptnltmUgot2eUEjS8/ah4O1Htw+FTD/a/eHSTVAE5TpCCCGEEEIIIYQQQgghowsKdoQQMlj0RcrpbZrRKvbkq7tH4WoY2lloncNdZ3/XMVL3kf7uA4XmGW5GYk2EEEIIIYSQboSjBroP4SUjEfsEdEpGc6OsM4GGe++Fv7oW4750GRAUKUwdO6bU9jQtWGYKJnxjRnVyW+nKdkZRAFWnnoTdJ56M6F/+jKCVTH+WDy3YmQbMUAj+8eNAw64nLBhWCkZHJzbffRea77sL4dbdSKZSWfubkbVVCCGEjFjyJN5l5LruaWtu0ppLrlznJZ8U5k4vop13OSjPvHQFNFm3iHbYKilvOZKdK7d5ah+IaDdQ8sp1nr7MluvsflwwdUtWYp3g9kG+fqRURwghhBBCCCGEEEIIIWS0QsGOEELI0DBaRKXRUudohH1LCCFkHyTRsgtmRQmszk4gXgYjUDTcJRFCyJikK2TpdC8y8knLY+q/RaYJq3En1tx8M3zFxaj61CdgVZXCMHxIGRZEJwsOd8F7AQOZTDr3Z59+Vv+trcG0Kz+HZS+9gNDGDQikUrB7r7vw5TOBpGEgWFGGcF2tesPQiXZi3ulkQJLGSKr+bm3Drj//CVuvvw5FjdvhS1iezETv1iCEEDJSSUto6tlNXBNEDKsrbnIS17pLYSKEBcti6qC++zL7IoS56WzBcMx+w7nCXhdbrf47O51mJzS1lzpzZSQ7mzA2e5ZZKEluKJH+8yb/aZy+dPuwpCTYTa7zinUi1RlhuXmCM39hV5EQQgghhBBCCCGEEEIIGVVQsCOEEEIIIYQQQgghhBAyJGjBzgAM9SKRSMCX6EDFjjjW3/QrGD4TlRd9AFZNLVJ+E6aZSa9zpTx79LbpPPYtDM+z4fhzKdOE79BDMf6DH0bbrb/RiWuFht+LXBc31dwVlSiqqFL9bDqdvReKHyXo/Sip9qHdbWi5/Q7U/+qXqNy+E0bC0nsUu4oQQkYeXgHMK6H5Ckh1rhAmuMl1uXKdZohEMFl+c2ymfu2uN0MlZqMBDa1lqOtoQl2nnWgnbM5pXzfxbZDIXa63H93Eukw/iqC4vVv6n9vOzEKdZ8p1hBBCCCGEEEIIIYQQQvYhKNgRQgghhBBCCCGEEEIIGRIsUZgcecxOarMQTsZR1LAFq2+4ETOjHaj5/BXwm8WZ1LX0LIbzX0mN2XcFu6wffH6kiksx/iMfReT5l9G57A0UJxPdWq/Vw5SFaMAPjJ8A/7ha1UsGTCtneWMQy/tCEgBbWtF49z1o/vn1qGzcroU7w/KqnN3TAW3GcCcSQshwILJZHrEuF1cKm1nbpoUwIJoW63KlMBdJXfPSl9S6QtPrNLscsUzLZ+WZn3UNpTW6prW7t6n65mJjUyVKWtuAHe5U4bySnTAYol1v8l62oJgt1qXbkCPXpfsxp/397U9CCCGEEEIIIYQQQgghZCRCwY4QQgghZG/gSwFJE0j41F9gg38nYkL2RYoCZYgMdxGEFKKj573TKPHD6iz8uVUTGfQh26mKkoIJN4SMdAK+8HCXQAjZi2hhLt6J0o1rUf8/P0KqZSdqPvc5mFNnAGbAmcYOR7Hg13LZWPmOM1WLLZ8B/yELUHLl51D/vQ0I72hUHZEtgUn/yMn9ZCCA8IKDgfF1OrxOu4hj2AvTTh0kEdCCkUoiuXEDGv9wB7b//nb4GGfnAAAgAElEQVSUbt+m3zPTHZRPrPO+N4Y7kpARSCzJS5pDyVALUkF/bI+XIalrual1rlgnLJhar5+zUuscRIobrDbmLkekMyOZQhWcdVauUl9GcxE3VqK2WtVTepJ6c0vWPOt3lPW4jkFNs3NFO2d53n6cPTEj1glZgqK5ClX+oH4/GI5ltZtCHSGEEEIIIYQQQgghhJB9EV6NIoQQQgjZG7hyneA+U7QjpEci8bbhLoGQwpQU9fix1ZHo8XOjSc0/eTALAsyWjsFdICF7kXiya7hLIITsBQyPsJSykii2DPhbO7D+93cg0tqCyV/4PHz7z4dl+mCYhhahLMNK59iNFXRLwyGMP+0M7LjnXkSfX4SiRAymlUpPo3PXDAPxUBGmHnQQEArZ4tgYHe9uiVCn+iOZSsGnno1EFKjfgA03/gKN9z2IyqZmhKR/DFuvs7q5ddYY2sMIGZ0EfYnc0CwyiAymgJaPWCI4oPm6pa7lketErMuXtGYEM0lzQ9k2nWgXlH3UlgjHR2V9q1Ut9mX4CWWr0dRajab20uwZdwCbI2WDJ9IVQi1f1iFinRfpR29qnSvWSR/q/tNdFkuPJjAS9t8hlOsIIYQQ0l9SqVTBz9zjedPk3xiEEEIIIYQQQoYfCnaEEEIIIYQQQgghhBBChhwj57U4TkH1qnLnLuz669/QsXEDZn/3v+GfNx8oKoZp2MKYNQbNp5SpGj15Ivb7xCex4s03UNfSDDNn/H1SRLKqKlQdcSTgD2b6dwyOSZPBeDIozycOXawDiTffxJobb0LXP59ETUcXgiJtJpMeyTNfeh0hhJBhxRHNfJ6kNUHS1vRzTuKaSGFeclPr9oZcl7suLyKpxaOZS/FSb27N0qbGzho0dmUSvTdHsi/f9yfNLumk1fnySHWF0v9cua4/bSOEEDI0iIS0ds0aNDU16ZvO7BmGPuwxTVtcMn0+hEIhFBcXo7y8HMXhMEJFRfpYKn14NAaPvcnQIsfpzc278OSTT6KzvQO5u5slN7tR++cpp5yGGTNmDGOlhZE2bNm8GZvVI+v3UjWkpLQEs2fPQSgY4u8PIYQQQgghhOwjULAjhBBCCCGEEEIIIYQQshextANm6tQwSbIzYexqQ9fjz2L11iZM+MIXUXn+h2CUlAMBNaVvuOvdm0iPqB4yDfiCBorOPBXljx2PyGN/R0kqCUOPRLPEKEPM58O4eQfCnDpNdWYASMl87lLGFlYiYQ90a25C05OPY9vPboD11nsojXchYPhg+kw6dYQQMgrIJ9dlpLBoXinMTV1zEbHNZW/Ide46CiW86drK7TolyU6QNjQ0V2BjUyVKWttQ15ER7dy2e0W7niQ7V6rLJVdQnFnb5vTh9nQN3uS6dK1wUvkKtJMQQsjQkYjHcdNNN+Gfjz8O36AKduqYyO/TQl1ZSQlqx43DlGlTcdCCgzHvgAMw/8ADUVZePihtIMSLCJz333c/vved7yIZjdpCp/uZeiTUsfpHLroIZ5559vAV2QtS8z333INbfv1rZPl16vdrwaGH4sYbbsCkKVPG3HkYQgghhBBCCNlXoWBHCBmb+JyLg0leECSEEEIIIYQQQkYb4aiB7sN+yehBcsQsx3cygGQSIcOCL55C59JlWPuj/0bliuXY//NfBKbNAFI+yCgmLY8Z7hL2XdIZazIQclw1xp97Nja9uAjB5hb440ntGybURC3hIsw7/RSgKAht3kmineH+Zuxb57ws5yF9Y6R/sNLvm/E40LgVW+/4A7b89W8oXr8J5cmUvY9Zqk8SsfRyspcId6l7qymEEEIKkE+u80phPQlhglesE/a2EJZvfW6KXbrOPO6CSIMi2mGrCIPZaXZeeS5Xsisk1kHed6bLluvyp9YNt6BICCHEgzqm272rGY2bG1AcDmmBZ1BRC0ypRzLlHCv5TBSXluLQww7Deeefj3POOQeTJk2Czzem7nJDhpBN9Rtx0403ItrZiYDfHqJoH31biCaTuPCij+EHP/g+6sZPGM4ye6VL1d+wcSPKwsXpMwlJVf+Obdt08qThnrAghBBCCCGEEDLqoWBHCBl7+FLZrynZEUIIIYQQQggho4qukIXQcBdB9hB3SJX9X1O9CKqHLx5H8YaNaPvtr7Fi2RJMv/LLKDvtLKRCxUgFDfgD+/6IpfSZKsOnOqUIlUcfiYbDD0bnoldQnkzCUBPEpK9mz0TwpOMlvk39EITdmynsa3KdS3q8mjuazbJgSHLd7lZ0vbkEq6//Ccw33kB1WwcCCcszts3KeSaEEDJSceU6QZLr8qXWiRBWV7YaRjDP7Rac2UeSGBYMx9JX5Mf7VqEqGFRtmKnT7GpKa9DUXupMmS3ZSV9sVj8lO4NamCuUYJcPmTc7/S8j1y2YWq+nccU6EeqMsFwrc2ZOFF4uIYSQvUD6oMfAoB/DGAZM9UgLdOqYKtbWjheeegovPPsc/nrnnfjSV76Cs88+G6UlJXp6QgaC7LmdHR349a//Dxs31CMcCGQ+NNR+Z6VwzgUX4JprrkVtXd2w1dlX8v0m6DQ+o4cJCCGEEEIIIYSMSijYEUIIIYQQQgghhBBCCBl2JNVOJDvJJQt0RBFZ9DLWvrMOtZe/i9oLP4zgjJlqqoD6vz+dYDYWRjEZ02ag5Iz3Y8fiNxGORJGSPiouQt0JxyI0Y4rqjwAs3Xui1u17/WHlPHQLkyICJJBY/R4a77oL2+67F8F161ApAqJFlY4QQkYyDc0V6dcigDV2TcH06s502lpGCssv14kUZpg5cp1HChtJcl0aqU+uynscOTeFL5tKlLS2oa5D9UtnjeoToLHITrTbHMm+rO8V7rLExCyxzk7/E9x+zLvuJCjWEULIKECSsqw+xtqJ/GNkfsi8J68tK33MZJomwvJdo95buXQZvvmNb+Ddd97Bt7/zHfhM31g45CZDgdqflrzxBh64/34U+TN/w8j+1xmN4vSzz8b3f/B9jKutHcYiCSGEEEIIIYSQ7lCwI4QQQgghhBBCCCGEEDLsiCQm47tNy0JABg2m4kg1NGDLL3+B5hefx/6fuQyhs94HlBTDCEiGobnvD/aTwY/BMCYfdTx2llfA19IByzARq5uIGaeeDqOs3E66gxt0YO5zKQMiFEqLfO7N4a0krLZOWC+/iFVq34i/uQxFu5sRTiT1ID5v+w3P674ORCWEEDL4NCdiBT/LL9ZtzxLrhG5SWB4hbCTKdW5NRiIjBYok2BybmdUmu60tWkDc2FSJ2WhAQ2sZsMOdIqwlu2Tcl1eu602sy+1HqSHNSBcUCSGE6GObSTNmIFxaIqZdb1Or4x9bxkuq46REIo5IVwRdsSiiHZ2IR6Pq3/sUAn5/5phJPft9PkRaWnH9T3+q5/36N76B0tLSnldFSB7a29txw89/ju2btyAUDNpvSnJdMoUTTzsNv/nNbzCuZtyoOaeTVL8vSfU7EU8k0nKqFl7lwVv8EEIIIYQQQsg+BQU7QsjYI2kCvlTmtSA/J3nRkBAyhMi/Mwl70CP8yZ6nJYRoigJliAx3EYQUoqPnvdMo8cPqLPy5VRMZ9GvHqYoS+AZ5mYTsLQK+8HCXQAgZIViGLVS5aWXFVhLhpibEFz2Ppa+9gXHnnI1JH7sI4aOPglFeAYTD+5xQ1o2AH4GDD0b1AQchurURCb8f/jPPRujYE5GSfz8NH/RZLd1p7uDIYax3kBGxTretKwrsbkLnyhXYfOttaFy0CFVq36hMJtQuYOmmy9E2/x4iZN8kluQlzaFkqKWqFuf4uKk9M0h/UnkbGlCGOvQu1jW1VqeFsECou1k30qUwb+Ke1B+P+jOCW7n9FDdWqjbPV22vSYt2WeyQFLuyrLeykuuKmzB7ovquRPfkPyGfWOf2pfSf1DjS+5EQQsYqIvIEQiF8/wc/wOFHHmHfWKQP89iCXQKxeAxdnRG0t7dh69YGvPfuKrz22utY/MrLsBJJBHy+tCIkwl3YH8Ctt/wGM2bMwMWXXAKfj0dZpB+o/e6ZJ5/EomefRTAQ0G/JaZtoMonjTzkVP/nJTzBu3LhhLrJ/jJ84EUccdRR8ppml0807YB4CgeCw1UUIIYQQQgghZPDh1ShCyNgkV6ajXEcIGSpcqU6eKdYR0i8i8bbhLoGQwpQU9fix1ZHnVvoejCY1/+TBLAgwWzoGd4GE7EXiya7hLoEQMiKwYFq2I2Y5kp1Pv6vej8cwoc1C5/0PY/0bSxE6/yxM+8THEDzgICAUVF+Euclt3iFPo9w2M1X94SLUHHcUVr36ElLhMA75xEeByhot12mvztI3g7cZDc2VWvNtLiPnDbEtkwkZ+Y/YktfQ+NAjaH3kUSTXr0NN0oI/lYRP7yH29KZe7mjoAEJIfwn6EvkCy8ggMdRyVUUx0FQgxE7kOsGVwhZMre8mg43ff5VtUQs5O8JokMJyawyGnc7wA3Wx1aqd7iX7N1TbZ2qhUEQ7F51kB1uoq+9U/RXIPs98UM1mLdflinXSj9KHItKlJT9ZVZ7EutHQj4QQMraxUFVZgWlTp/Zjjmz0vUvUwWM0EkFTUxMee+wx3HjDjdixZYtOs5PP9DzqmKqrrRU3/+IXOO300zFlypRBbAfZl5F9aOPGjbjxFzchEYnCEMFOkt/UMf0hhx+On/z4x5g3b95wl9lvLrroIrz/fe/rdr4hGAyitrZ2mKoihBBCCCGEEDIUULAjhBBCCBkKErybIyGEEEIIIYT0D8MWpewRfekkMhm+JPc8N1IJlEZTiKxdg9bf/R5vP7sIk045HVUXXwz/1CkwKspgBeSUd8pONIM7oNBUyzDS7lYKmYQ803mMaCxTW4fGEUdgy7hxOPiEUxBeeJROtpPaR51TpjdKyvOzmRbudMJCKgW/SIWpJKy2DsTXrELn3x/E+rsfRHBTI4ra22FathlgOIl9Ihc6r3pY8WjqJEII2beo8gchOWoifkkym4hggvssuGJYeh5vYt0+fN8yEd/cJLl0sl155nPpl1fXTNev6zqaUBfOiHeSWif0Wa4jhBAyqpFUuv5g5Am6k4S6onAYk6dMwRVXXomFC4/AJz/5Cezaug1+T1Jd0B/A2yvfxl133YVvfOMbej5CeiOZTOLNJW+idlwtTj/7LPvmSVYKNernq666CnPmzhnuEgdEZWWlfhBCCCGEEEII2fehYEcIIYQQQgghhBBCCCFkhJA9aM/Kem2pT5MIJ5MoaokjtnQZtr39HhqeegLjzz4L4844A4FDDwVKi4CQodPdDEefM/KswRARL52TN8Ix/DD2m43w+85E5cc/AcvItCvdNh1HMEz19QNx4mwxTrZoyhn1aaQlSL8VB5p2Ifr229jx98exXW1fY/VqlLVFUSyypJo8Dr0Q9ZM7wJSDPQkhZKQjwldDc42WwPJ+niOGdWNfjDDMaZPIcCLZuUh/CMfsX6/FxI1NlShpbbM/K29LT5dPruvLOplaRwgh+zh9OExaeMRCfO5zn8NPr71W3/DEFenkKC3k8+G5p5/B5ZdfjoqKiqGtlewTmKaJ004/DSccf7z6IbMDBgIBlJeX9zAnIYQQQgghhBAyMqBgRwghhBBCCCGEEEIIGVWEowaYwzHWSSGUslAUaUds+VI0rX0PTY//A6FTTsPUD52LosMOghEqAnwhGeFlR7w5Y7sMLerJHpSA/aaJkSxoaSHNbyJcNwlHffZKlM+cBkOSBeRW8LkpAiO3GZp0qqBhbwWdNijbwUoCcbVNogkkl7+FDfffj45Fz8FctwbF7REEkhYClplehum+IIQQMqpwhbF878WNlagpm5idXOeyj0lhbhskWS5fe3JT7Lzkpv4JrlinXxcSFPOsnxBCCBEuuOAC3P23v2HD6tXw6RvVQB9bBgJ+rF+/Hg1bGijYkT4hgp0W6ejSEUIIIYQQQggZpVCwI4SQQvhSQJIXGQkhhBBCCCGEkJFGV8hCaLiLIMOK6ZhkIsoFLQNmRwTR5e+iY9U6LP/zXag+6nDUXvQhhI5YiNC0mbCKimD4fVrsSiHppJ+NHkPLUnX7i0tRPX+BHbjnN0a8TJdLIpGAz+eDqdqStMSUUFtRAuw6uhDfvB5dL7yA1sefwLZXl6CoowOhSBRFqST8SUtn26XlPIyasD5CCCE55CaruT9nhLD1WqwzgilYMTMtoO2rQpi3XdJWIRiO6ffrQqv1z1VBv+qnmWhqrUZNaU23ZeSKdV4x0V1mvvURQgghLuPGjcN+++2HDe+tzryp7+diIhLpQmvL7sIzDwArlVLLjaCzs1M/Ojo6EYlGkFTvI6WO/3wmfKaJkpIShMNhlBQXo1i9DgaDg1pHX0kmk+hUx6gtra1oa2vTtUutpuqfoqIQykpLUV5RgVJVo8/n1wesdk47PC8GEWeZ8Xgc7e3tuiZ5lrpSUpfqu2AgiJLSEpSVlaFU1VdUVDQ0tbglWRYSqp4OZ5t2qUe76jPpJ9neOrHeNHQdens621S2r5F746Chwmn/7t270dTUhJaWFl231FRdVYWKygpVV0netu2tGmVf61DbskP1XZt67nT6UJDzKbKPlajtKdtU+tGUmy8RQgghhBBCCBlUKNgRQkguvlT31xTtCCGEEEIIIYQQQkYUMjZKztzIMCef+imciqEoEoMV60T7U//E26++gpIDD0TVmWeiZuFhCC9YAFRXwPAbsIIBNa9fzWuOAk/NOT/lMwHTcOLb3PNXo+eclQwG04PSkkn44jFgVzMSK1Zg2/OL0PzKC+hYsRIlLV2ok8H/8bidcmdaSKo2axFvuBtACCFkwIj0VYX1aI7NzJLsvElrrhjmSmG5cthYIt12uZIftV/myokuue+LnJgmAUIIIaRX/IEASktK9eus4y7L0rKWPzA4Q8u2bt2K1atX4W117Pfue6vRsHkzduzYoaWsaDSq5TDLWac8RMISyW7ixImYOXMmDlTH90cccQSmTZuGQDA4IPFpe+N2PPH4P5FSx6UifOlmpizMU8teuHAh/P5MW0USe2v5cvxr8WIsV8/r1q1FS0ubrtVKyfwmgqEQylSNM2fNwty5c3HcccfhkEMO0cKdZpAOZN22ioC1taEBbyx5A8uWLlP9uRqbN21CW0cHohH1R4PIWKpdAbVNpe8mTJig++6www/HQvWYpeqU7T0YtQgig63fsAFLly7Fe++9hw3r12P7tm26HpHDUo5gJ8f3WvwLhhAuDqOuthaTJ0/GgoMOwoKDD8YBqv918p29BvSn49rb2rHouWexc+fO9DaVfqqorMT551+gt6nU29rWimeeeQYPPfAgVq9Z4wh2KYSKinQ98+bNxcmnnoqjjzpa95vbRnl+c8kSLH3zTfj8GaFN+qG6ugannnaaFt72BPk9WPLGG1i54m2seHu5+t3Ygt2qvq6uLrWv2idE3N+JKtWuqep34CCn7w499FBUqvcIIYQQQgghhAwOFOwIISQXV6Zjgh0hhBBCCCGEEELIiMTyPOS/hn64H6ZQaZkoa25G7OXF2LF0KXZMGA/z8MMx5X2noerIhTBmzABCxTB8AUAn23mXXnggl3eof7ezRt54tUHF0ol7MkhOt9KwdHLf3lXOvPlxgplnzFumA7K6IqV+ksGH6tmSwWEtLWj55+Oof/JJmG8tRXhbAwKdXahTy/RbQTWvhYQhd90HkoallyVj5HySVJizJkIIIaMAj+QlQp1Idrl4U9dy5xnTJLrLiTrJLo9s55UV2X+EEEL6QywWQ2trS9bhnbwWSamqpga1dXUDWq4ISK2trXjjjdfxyMOP4LlnnsGWrQ2IdEVgJlPwSVKdYWopKt+tb5JqfhG03lDP8lqS7cZPmKAlu0s//Wkce+yxWsrqj2S3bs1afPWrX0VctTk9n3q+/PIrsGDBAn1jGEmEe/rpp3DnH+/E4sWvok0dw8qxqF/VKjXr+ZyDUnmShLFlr72mvn4NLUDNO/AAfOzjH8dHLrxQpwOKGLUnSD9K6trKFStwxx23Y/Err2LLli1IqDb4VC0+06cT/wynLSJG6hsSqbreXrpU12f4/bqW4088AZ/5zGVauMsIbf1DBMP6DfV4/B//wMMPP4S1a9agWdUH2aYi0jkyna/bdpFzBSlVl4WVqqaUpR46qbAUBxwwDxd99GN4/5nvx4yZM9X8fd+mTU078fOf34DXXvtXeptK2+fMm4szzzxTC3bvvvsuvv9f38MzzzyNZCSKgNrOpjOt9NXGVe/hlUXPq/79I6ZNnYYf/vCHuOCDH0iv4+GHHsL1P/uZliq920X2xYMPObjfgp3MK/Kc1HXfvffiqSefxBrVj7JfykBOLZkapq7R2xMp+V1QbXvFegF3QZKPwzhg7lycdc45en+bMWMGQqFQv2ohhBBCCCGEEJINBTtCCEn41L+GSftZkNeCV66jbEcI2RPk3xX+O0JIvykKlCEy3EUQUoiOnvdOo8QPq7Pw51ZNZNCHxKcqSuDrfTJCRiQBX3i4SyCEjEIMdFfMDNs/gxVPqe9FA0VWAoGOBBLr1yO2ZRPWP/wgttRMQO1xxyFw/LEoOvhAlB4wD6iuBEwfkoZ9p3zDkDu6y4IMvRJX6LI8olnKGQJoAN39M7fAQWmnmX5lj/+yM/uGHC3QpdISo7TYduoM3cewTLcsPTDOdGvTgyATekCbobaD2bwbXRs3ovPVV9D10kvY/vrrMBobUZxMIJhMIWAldQsNS9IKInodunUpK+sChuH0fq9lW9TvCNkXiSV5SXMosVKDf97SXaaksXnT6LJEMNgCmXzuTi/P3p/HCrnt9fZZ0B/rMQFQPo8lgrao6JHrvNtgrPUnIYSQvrNt61adPpZLJJHQAtHEiZP6vCz3PiwJNe+/Fv8Ld/zxDjz64INoa2mF33CS1fzqeDtgH2vr4/c8x3D6qFdN7/dljn3lGLOpYSsefeBBPP/ss7jgwx/Gv3/lK5g7b65ajpGZsQe0jKbW53ekNJkhkojB8Bm6jnfeeQe33HIL7vnLX9DV3oGg1BsIAmkZK7tWeTfg9+uHfJqMxrDstdexYukyPPXUU/jKf/wHTjr5RH0c7Z5f6E9HJlU/vq6OoX+janrmqaexa+cOXbvUFQoV2dXIMqUPPaWJaOZTNfncj1XfNW9vxAN334vnn3kW537gA/ja17+uk/f6XJIlKYQN+NMf/4S7/vpX1K9do9PVRFYr9vtg+APpPtFnD3I2q33+xITpN9LH+pIemOjsxJJXF+NN1W9//vOd+K/vfQ8nn3KKTgfsS23SVmlfWAuQPr3aeEptUydp771Vq/CVf/93LH7hRYSDQZ1+6EqIbl2yX8ojkUxi08Z6+ALZ51ykv9WHKA2H0vtAKpXUDxHh+op7fmXlypW6D++7+26d5Chnl0KyTaU2OFKdnFvJmV8Lle7vhMh2sTiWL1mCt5Ysxf333ouLL70UF110ESZPmWIvZW/el4kQQgghhBBC9hF4NYoQQoSEr/trV7QTRIqhHEMIyUfuvw35/g0R+O8HIf0mEm8b7hIIKUxJUY8fWx093y7eaFLzTx7MggCzpWNwF0jIXiSe7BruEggh+wrp0WWZgUs+9cKXtBCKxlCcshBt2ILGhx9B+zNPIzR9CqoXHITKg+aj8uBD4TvoIKC6Qh3TyUyBtDhnOIPb5O7hScMdhpXSiXKmu0ojs+7BHcOUb6DgEI+SspyGW3Duzu800BHuDMMZ5mUYmSA7KyWjKIFYAr5du+DbUI8dr72GnerRtW49Eurh292MSrWsYFKkOnsd2WkD3iTCoW0iIWR0EfQlGMo1hAylgOUut1tKXc40uZLdWMfbB5bPRED9DtSFVuefFvbnufPlWxYhhBCSywMP3I9N9fUIeNK5JGXMXxTCRz7yES0e9RX32PnRRx7Ff333O9i6aZMW60qK7PPpWoZSx5vRSAQxdVyYciQoObbUh4aWfQMXOSQNmYaWyLQ05UznilDxrgju+tOfsGXzJvz2d79HXV1d95D1vFjp41jL87NIV2vXrsXXvvZVLHv9DfgljS5s3xAspeqMxmKIqmfvYWrAkPqC8PsyQ+9M9Z0d9oV0/YuefBLvrXoXf7vnHhx44Px+HcbLIXgsGsWDDz6In/7kJ9i4eo0W60qKsm9SJgJel+rLhPw1oFPsnAQ36S/1KAmF4Jft5/ad+qyztRV/veOP2LBhA36iln3g/Pl9SgFcu3Y1vve97+Ppx/+BVDyp/j5XveTPnAMRqTISjSBu2Sn0hn0SxW6PCG1qn5Kr6CK5+dx9StLq1fZ1xbh3lr2Fb3zjG7qus885R6Lceu0293SMu02t9E2SDOza1Yxrr70Wb7y6GMXOPujuS7nLtXQ6XBJHHnscjlWPbtsk/T/35wGcl1HreOGFF3D11VfhvRVvQ1pdHPJeazL0/hZR+5v8fug6TSP9eyHPIdVXklKnU+7Uo0jmV8vdpPbfn1xzLRYtWoTrrrsOs+fM6X99hBBCCCGEEEIo2BFCxjhZYp3zT6I/kf2ZV5LxOYOHKMoQQny594xD9r8phBBCCCGEEEJGFDKEzmcaKEIKvngXQi1RJJftQnLF22gKF2NLVTUiM6ej6rCDMfn44+GfMx/+ikoYMggrFAaCQUiwnelz7rCvB2Tlu3/9PnaT8JR713NDpwIYSNoCXioOxOMwohFY7V2I7dqF2NtvY8frb2Dnm0sRW7cOZU074e/sRIkM7PMFkEwkdZ9lUvkIIYSMJbypbKTvZPVbvqv7zmUtinSEEEL6ihzTNjU14a677sKNP7seQcPMkqwS6uVnL78cJ5x4Yr+WG0vEcd899+AbX/s64h0dCAT86ZunyDpFGqoaV4Oj5s/HgQceiP3nzEF1TTWK1HG33+/Xx4zNu5uxraEBK95ageVvr8QmdWyZiMZtkc29/4zIbf4Annv6Wfzohz/ENddei7Ly8gH1hSTZbVy7Dp+/4gq889ZbCIeKtOQUU8e7wXARps6aif3326j4o+UAACAASURBVB9z58xGeVWllpo62zuwbv16nUS2af0GRNRxr51il7nvT0DVt2l9Pb7y71/B73//e0yfMaPPNUW6unDD9dfj+p/9DD5JiQsE0kl/8t9kMgG/6rP9587Bscccg3kHHIApU6eipLhYS2LbdzTivXfexdPPPIvV765CQi0v4EhshtrWQb+Bl1TfffpTn8Lv//AHHHLooT3Ws2nTJlxy8SV4963lCBcFYTopaiLxxVMp3U+z95uHQw4+GPMOPAB148ejtLRUi2Ai1nV0dqCxcTvWrFqNFarPpN86W1q0NOgKZPJXjCTFbavfiKuvugqzZs3CAWofGRBq/wir/rn5F7/Ao/c/YCfQSSKcqlVS6gxVv1/vm6p+tZ3VB3r/Kiopwaf/7d9QWVnRR2Gz73R2deK2P9yGH19zLWItrQgGA1npjQm1TVVnYMqM6Tj0sMOwQPXljJkzdD/KdK2qv9ap/XSJJNYtX44dW7bqGxfpRDvVXtPw6XYsevIJfOhDa3Dtj3+Mc889N5N4RwghhBBCCCGkT1CwI4QMGPtGYkb6RKv35M+oRkQ7P++FSwgZm7j/prv/xhNCCCGEEELIvoIhg87ldvqmpQchBa2UvEQwJq5YG/ztbQg0bEbXK6/g3VtvQ0ldHUpnzkRq/oHwHzgPZbP3Q/H06TBramEFg3KbdfvW6IYPht+XPfJqlB5OyWAzV37T+qAW6RL2neflbukp9XNXBKmd29GlHu3vrUF8xQpYb7+DlnfeQcf2bQjE4pB76pepvpaBgD61DOlnKxVLX5CwkGJAHSGEENJH3IQ/DS9fEULImMQyDPjlOHQPSSaT2LlzJ95athR3/ulOPPXEEwiIXOem16njt654HGddcD6++MUvaUGqP6xYvlxLYSJ0iTDnGF1qsSmkTAPnf/CDuPjiS3DYYYehqrq6R/mns7MTGzduxKJnn8Xtt92mE78kMS4tmqnnkFrHP//xD1z00Y/ipJNOGlCf+FX7n3n8n4gnEjoNTJ5NtdwTTj4JH77wIzjyqKMxadIkVFRUZM3Xpdq4efMmvP6v1/B/v/oVVi57C0UiwrkTqPqKgyG8teRNPPzQQ/j8F7/YpzTAWDyG++67FzffdBN8KUeg0jf5gZbVIrEojjzuOFx8ySU4/vjjMXPmTDulLgfpn0s//W948YUXcPMvf4n3Vr6t0+Ms57MitW3XvrsK//M/P8Itt/wGNePG5a2nra0V1133v1quKw7Z6XyCnCeIJuKYNXcOvvK1r+HYY4/F1KlTdOpgISTlbueOHXjttddx/wP34dH7H4QhaYlOqqAs3K/2xfVr1+L+++/Ht+bN00Jjf5DTPiI7bl67Hn9+b7UWC0U8i6j9unbiBJxyyqk4YP6BqKmpQUK9t33bVi2sLVu6DJMmT8YJJ5yo1jm4Upqca3nowQfx42uuQaytHb6A3yNMWoiqOmbNno2PXHghzjv/fOy3//4oKSnpthyZp6WlBe+++w7uv+9+PKgeO7dvR5GW9fQE6nURttbX41tXX4W6ulocc8yxg9oWQgghhBBCCNnXoWBHCBkQXgFD31DKOTEqjCrRTtLp0kl1Ba5KyufeFDtCCBHcJEtvkp37b8oo/Tcj/W875N92w5HsRu24ULIP0VwRRPVwF0EIIYSQEUU4aoD5J6S/WE4Km5nSuhhSztGO5QhlPiuFomQc4aSFVDyG1IZO7N60CZHFryJRUgR/TRWKJk6Gb+Ik1M2fj/LZc+CbMQsYPwkoLlM7ZpF9okxONfkw6Hc73xtIz+hDQyk+kdLpdGhrA3Y0wlqzGi0b6tG0eg1a/j97ZwIgR1Wu7bfW3nt69iX7RggJMWFJgADKpixeRUDZXAD1oqiAiBcEFWVVQQQv6tVfrwr6e/WqyGrAn03AsBMIgYSwZCOZZCazT6+1/Oc71T3TM5np2XtmMt8Tiu7pqq46VefU6VPnfO95N26E29gAtOyBItYr8QR8to1yFVJQJ8/bgSesy9u/J21UpMAOcCfd9WEYhmFGBjusDZ8eIrs+1jEMwzD7LrnJT9a/tl6O5ZFIbkDE9rQduXPFEwm0t7VJYd27WzZj3avrpIAp3tIqxUs5AZObdSM75oMn4Oabb8b06dOHlE463i/+62d4e+ObUmjWjYOUZeHLl16KS796KcrKyrOO8IUJBoPYf//9MW/ePKw87HB848or8dzTT8HUu/dNj+CN9fVShHfUUUcNe/JQOndd05AR5xCIhPGda6/FKR/+MCorKqDpfYfWBQIBLFiwH+bOnYf3LV8unckevO9e+DTPGS0nZHPEud977304+5xzUFFZOUBCIPPn1ltvhZ1MQdPUrodqer52xN+fPO88XHb55Zg5a5ZYr6O/U6ZrQeK7mTNnYvGSJfiPr38da597Tl4/V6aPRHYmnnjkUfzlz3/GBZ/97F5CPdru8ceewD1/+asnrstbl7EtLF+xAjd87yYccsghg3JKI9FldU2NuLanYNWRqzBrxiz85Mc/7jkBD7kTin394+GHceEXvoCKfoR/haDSlUgmZD6QeDTj2PiQyM+vfu0yWaaobJFzoez6EPnT0dGBrVu2IJlMYtq0aUM+XiHoGj4nrvtNN96EdEenLGf555sSZe4DJ5yAa6+9TpSn+fAHAv2fl7g2sVhMiuaWLDkQHxbnRPn61hsbPAfFbKyWzzBRv3UbvnnV1fjFL38pywFPrMswDMMwDMMwDDM4WGDHMMyQ6RZgZP/lom56BcxMaqxs9chOdgzDDITdK3hhkorrclCN3i2s8/4xDMMwDMMwzEQj4XMxtDnUGSaH4gWlee+kC4CjeOI7KfdSXBmPpJL8TrwG07ZYUkBHG8yGPXA2bEJa1bDN0NFhmEiHowjOmInI3AWIzJ6LyMzpUKZXw6gshxE0oQfCgD8I0Kz/tFCgHQXIKboXCUjQq9qdvi7cvT8aGm5XcJWnZxP/s8mFTjy30klnMt5C55dMwEkkkYnHkW5qgrOrHtbb76DxrU1oeecdZHbvgtHaCl8qiaDjIpZKQ3Mc6GI39BRM18+RAZIUvEZugd7h5TNm9nrLayxVjsqkFB8yDMMwzHjDQjqGYZipwV7PSpp4hspYuPo//kM6YQ0claFI8ZQUUTnZV9Czm+cU5tMN6aQmxVTZZ0ZFPKdOmzULn/7MZ+RCIp5Bk33Ae+21dbjvnntgqGqPc0hZNk465RT8h0h/JBod/H6zUFqXLV+Gm753E0487gTYVkaKo3Ln6ohzWPfqq/I8Bysi6nMr8cxcUVWJG77/fZx22mnevgYRAKOpGg444AD84Jab8c47b2PjunUwciJAmoNHpPW1tWuxefO7AwrsyL3uRz/8Id7d8CYCps/LR3jP1XGx7oqrr8bFl1yMUDg8qPPMpe+ggw7CrT/6ES44/3xsfXNTlxhOigAtC3f97i6c8MEPYs7cuT2+29bWhv/7+98h3toqz0lGBimeI1usohzfv/lmHHzIwYNOi7wkihdjVFZWhi9f/BWsf309Hln9EExDl+dJGLqJLZu3YOd77w1LYCePo8oeCukOd+55n8F1198gy3XvckLXgpwaydFuLNjT2IhbRZ6+98478FGe5u45sWTE+7POPRfXXnstKquqBh9wJbYLh8I4+v3vx5133YWvi3vr6cceg0niPTfr7miYWPvCi/jpHXfgu9dd16cjHsMwDMMwDMMwDLM3LLBjGGZY5AswyOXImzNzkors8sUw1sCzajEMw+yrdNftClQ161qQ+5BhxptACZBoHe9UMAzDMAzDMBOOoT6vuDIYTDp3Z3u0FO9jT/Zld+/T7fK4g4wgs21ve82xELFshJJp2B1xOPX1cF98Hs2Khl2a+HbQhFlWgkCsBGplDdzKWrjlZTBnzIQWi0ENhREuq4E/EoEeDgGRAGCIL5qmJ8LLPoy5eQGDe09+4vZ67+Z95tIU7J54LpVdxHuntQ2p5maxtCDZ1gF7TxOsht1Awy5o4r3T0IhMawvaGxtgxTugU9Ci6yJCQZhioV4z1XGy185LppMT0WWFi9l33SlzvWumdiXZzm4z6XoQGYaZQORERv25eTEMwzAMw0xmej8tdYmONA1OL/HaYOiaQLlrIuXsMbJCH1XXcOrHP47PnHceli1fLgVtQzuA5wL20OqH0CieN01FhS7SScIlTbyPlZfjvAvOR1g8A4+ERQccgKXLl+L5Nc9CFc/PuetA57WnqVkK7QYrRe/riTQpnncvPPdcnHTSSd3XeDAXO7tNbW0tTv3Yx3D9K69CzxNxUTxNvLMTW7ZswSGHrii4qzdeX4+HV6+Wee3mUim+nxbP50ccfRS+cNEXEQoNXlyXn74lS5bg85//PK647DIEafIfxRNiUTFYv+41PPvcs3sJ7N555x08/sQT6EynYYo8JrGeqqnIiPennnYalovyMhJKS0tx3LHH4dF//D+oWWGoTLIqzjmTQXNz87D3TfeNZduYu3A/fOXiS7pEo8V2clvzzDN48vHHpUAxX1yXzKRx6BFH4KqrruoWXg42aXnbzV+wANdccw0+vWkTdm/bBl3Tu9wTVbGQ6PXMs87CoSsKlz2GYRiGYRiGYRjGgwV2DMMMCym+EIumegt1TlGMUa5DaNJDznUWV5EMw0wtcqJpVc3V72rWqXS8U8YwWVhkxzAMwzAMw4wi+SKvvmev7/t7qnS4y7nDZUV6trcxycfsdAJ2exusbdthuW/AUnXYugbL0OFQoKLhhy8chUvBkZoOsyQiPjKl2E6PRaUTnK7rCAa92cUV1YCumr1S6fR4n7EysG3pJYdUKoFMogNWIoVMeyeceBK2eK+m0nDF4ogFYhsS4WmpFMxkBobrieh0xUXMycAlIZ0MCMy7XntdJKWPdxTE1v1X35dwH+k/ZBhm3GGhHcMwzD4EOzQyTL/kBHEUo0HCtaHGZND3pGsXek7NksOxHfzziSfQ3NyCk04+CUcffTSmTZ8un0sHRdYx68ADD8Rll30Nuxt2Y1d9PRobGtDY2Cj3R+KekQqbSPi336JFeGHNM1JIlzsPet/Z0S7OwyY7smHtm56nK6urcc4554hn8eCwH1sPOfQQRKMRpDsTULTs+WbPe/fuhoLfzaQz+N///TMSnZ0IB4LeV2WGOSgpjeGSSy6RgrThoioqPnrqqfjtb36DTRs2wjRNBEwDJSUxlFdWIBFP7PWdSDiML37xi2gQebljxw407dkj39N3P/GJT0ix3UggEebsuXPgDwbgJpJdn9MVc2wLHfHOEe3fERn50Y9+FLNmzRrRfoYLCU//8PvfI9nRCT9NqJTFdhz4RDm77Gtfw4yZM0fUTaKKOmHZsmW4WJSPb4j95d8Bmq7JfLv7b38TZfPQoosLGYZhGIZhGIZhJiOsHmEYZsjk3I10VYOhqzANFZbdHVDk2JM4SIbc7HIudiSy643NgzsMw+ybdAmnNW9wzhT1u64pslN+b6cEhikOAV8JUroOxaQgZLE4oq1Bg3WO2zWzKsOMG53JgquVkA433v96tzw56rWrUxIC+zEzEx6VFP2q92DpM6EYop7XNPFcGRzvlDEMw4wK1OGu2IAp2qw047ol2rCumxbVniuesbygQ8fJNWfznrZEvUjyuIQitlc8i70OZOPwXE28Ss+4vCPlhUXKvrrsLOi0HwoqlDOViza16wkCFSkKVGRwGS2G4rUaSChIi+LtRKTX7r13hpkgcN/EVCdt85DmWOJOcWELiTTTCROGr49xIYZhxhyqgzjmn2G6Ubp0WZ4wjp4RyZ0tQ87kwxwboV96ObGmAulCplD/nOt2OV3Vb9mKLW+/g7/ffz8WLlqEf//ChTj5lFNQU13d12wre0Hit5NOPlku9EyaTCaRSCTQ1tYKn8+P0tKyYaW7N9FIRKadrkmXg534l06La+MMftIF6cSudE+7Y1k2Dj7oICzYb78RpY9c7KIlJWgggV3edaNrHI8XGDAQ7KzfiSeeeAL+nDtf9vu2ZeGQFYfioIMP9oSWI0hfRXk5vn3NNdi9qwHTptehqqpKuqeRqDAQCHhCzLx0kzsabU+fp1IppES+dnR0iLyNY+as2RhxggT+gB+aroNaYb3FoLY9hIk0qExk054ToUZiMRxxxBFSEDhScv0mudMdzJ347jvv4NlnnoFp6F5+Zq8vndeRRx6Jww47bMTpImg8n+7X3/7613hz/eswsuJYSqOpaXjskUfQ9LWvoVzkP8MwDMMwDMMwDFMYHo1iGGZY5NzrDE2TC83P7boKHGcfDL3RvcAiFtcxDLOvo2Zd63QtK7AT76VLqQIW2TFFhwaY0nYHFBLYkbjOJ5aOpuzso+K3eTIL+pl9g5C/4Gq3s3BQnrJHfH/aaCZI1OOtI5vNlWHGHCUrrqMBfhJMS4GdIQV2lpMa79QxDMPsxVBm9s6GcMlXI6dOs8kVToNDXnmuA5vEa7QB6Yxt701XQKDrOeqRIM5Verd1rT7SkreN0jPe0XEVKZtDVlznnYsrZ73XvMNLdzr6oiM+d1UvwZ4Iz3v+oxA2ua7rWvRz3gNcI54dnRkNFLpXuCxNeUzNQu4pK5PyhjdZDDV6kMBsKovsSFxHUNnicsUwxWUq1z2MJwopxFAEU/sUvR8JXW8Cl4VLDkC0JDbImAxvgmTLcqRAq7OjA/FEAq0tLWhvbRP7sOHTdE/MpahQxatuGOKedPH2hg349jeuwmOPP47rrrsOs2fPLnyoXk11ciULhUJyqaioGPx5DwAJu5ob9yDn6ZevNaSy4g4rVsWV/zni3+IDD+x+7hjm44ff75diNbd3Jor9WZlMwe9u3boFO957D4ZmeN/PirEs8bpy5WEoKy8f2Wit+DLl8YdOPHHIz1e0PZ0bLSWx2EhS0QO6Jo27dsO1pLyuS+CXE34Opw7Iievou9U1NZg1a/aoP0/mRIAD8dr69WhtbZUit3znSVXX8P4PfAChcNj7YBSSR+K5I448EhteW9+VRsIU5Wnr1q14++23xl1gN1B+DvSbwDAMwzAMwzAMUwxYYMcwzJChIBtF8UQYOQc76uCjvhBrrwCgSUhOUMcwDDOF8GZqhHSt8+p2T0AtZ7FUuDObKT7U1lBIfKEbUHwm4CY9FzvF8pzsGIZhmMkJCaXJwolm7SWBHQXxaLoMEmKYwaP0r/ZhmHFGhjCq3X+Qdk2XrnEU3KRm3+Vip5yukDtHyU78nnWb643SIzhv7/Kv5A6OnHiuZ5tZyQZ/0UI9X7bipUdKl0Qb2xP40bdI9KfJlLlggQEzcWCBHYOuWqzbmYLLBTMa5ASb+X+zyI5hikSe21BXPa/k6ntmKuDz+QquJ8esqUju6S9fKGSaPtxww41YdeSRQ3Ab90Rorvh+JmMhlU6hpbkZu3btwvr16/HoI4/g1VdeQWP9LjnpphyXURVvoph0Gvf95a/Yvn07br/tNiw58MAxE784Mn0ZWFZGviYSSXR2dsq01u/YidffeB2vv/YaXn/9dWzfvEWKlXpfBDfv/4MhJ+DKQRNM77dgwYjPhcZVTZ8n3M/fP7117P7jUOgavPXmJnS0tECXLm65dLrQ/SaWLV8uhYujQTHa0HTulmXJJS3KEi1xkadtbW1oamrCBpGXG998E2tffhnvvvU2MvFElztcbxe9IRy0xzUnV8I5M2eipqZmdM4pK3ocbCmjc39DnKeTSlNlh1z5pDOLxEqwbNky6ProhG3Snkn8uGLFobjrN78B8pz/aILddCIh0vKGWL9yVI43XAaq00fDaZBhGIZhGIZhGGaksMCOYZhhIcV1mgaf4S00SxotGdamMQzDTFpy7nVUr/vFYuoaNPG3ysFKzDjgDeRqWQc7U4owJDQ4psqQ4HFNH8MwDDMMpFmT4onraLDc75P1vErBIdzeYAYJtRFUjZ2MmIlHfoCV62bFcvJzp+d6V+3xDSVvnVIgTKtgic855mVRc4mgl7x7RUV3urx1jjeRVrZp7YnrlK7AxB7HHMKcWoMPN2OYQSIDLXnyn6mOdFZRdPEq2pGKH4ZJwZkUZMyT8DAjIyemY2Edw4wH9PuudS2KakJxNX7em0KQ01chWlpaipSSiYl08so5ZYlXErj5/P4R7bOqqgr7LVyIo44+Gp/81Kewbt2r+NlPf4aH//53OJm0aG9pXccN+nx45fnnccMN1+O2225HbV3diI5NIjJy0iNHrz1NTWhrJbHVHim42t3QgMaG3Wjeswc76nfJ9y2NTWhtaUY6lZbPmZpoDxqGIa9DvpAq9/A6lCdRb+JRpUswpZnmqLh7eWNbatd7mS534JTZto2dO3ZKgaFmdIuM6Kt+04+6adNGnLaxIpVKorW5Fc0ir5qbm9Ei8rdF5Gv9rt0ybxtk3jagvr4eTY2NaGluQbyjHWQ4SFfKyO8fHsS16pesaDt3vS3HRo0os8FQaHRONCsCz4kAByKdSklHQqfXtvRXJBpFVXX1KKUrmzqRtpraOgRCYaTa2nqscyxbCmtJbKuMo0sc3fuFCI1aXjEMwzAMwzAMwwwfFtgxDDNkqGNG1zUETQORgIVYyAct6zaQtmgwmwPeGYZhJhs0ZmFoKgKmjnDAQCxsIOw3YOq6FN4xTLHpCp7XTcQsDQgGvBXkXpfhYCeGYZhJibTLzYrrAn4gFIQiRXbGmM2Azex75AKVAhmNex+YITOYAKiRoez1zskP8ev7rbe9632r31DivZI+uKDjbjc8pUuCIgMJZZCmmz1ml+Sua5Hr3IGP0beYrsCJMswwIHEdB9pPbZSsa50iA75NGD4SYpDbPfUPWCMPxmUYgMV1DFNs5G+7Kv4jUYUhGs6GrOOlmJp/+6cMFRUVBdfv3r27SCmZOOTaPa58LsveB1lnR9cd3YkFwuEwDj/8CMyZMxfzFyzAT267rYejOj1D+3QDjzz8D/zlz3/Gly++eND7dr0dSFHde++9h5dffhnPPvsM3tr4Jnbs3ImWllYkEgnEE3FkUikotiOP5zq2OFVVjk16c3Up8Pt8XaK63NJTvKZ0eR0PmWw7ktzhjNFyz3L3FtflT67TFySw29O0J2/SG28ftm0hFPCjtDQ2OmkbBShPOzo68Nq61/D0mqexccMGbH77HTQ1N8vP4yJfSVxGLohye9dzflMpX7MiOL/p667nXW9qItk7nOdUPZT8zP/JyH2XjhuJRUet37n3Mdxekx31htzaSCRMk9kiK5SlzSmvSyIRxEpKRiVdMj3Z11hJFMFgAAlx3K7rq3ilqr21RR5bH8d++IHq9NEQuTIMwzAMwzAMw4wUFtgxDDNkaKZYXdMQMEhgZ6MkZMrOqYzlIJHmAcgutGwHt82BogzDTHyok93QVQR8uqjbDSmeDvtNmKKu1+WsgeOdQmaqQWVSIxGGzwclFATCQS9YzrIBNTXeyWMYhmGGgxTYaZ4radAv63Y1EIBqmlCovcEwg0CK8FUVyZAOY7wTwzCTnGy4Xx9rWKTCTCwUcqlQuI91qiPFFio52BnSwQ5uOqsYZsk9MzEgB7wcLNZjmMFCv+9075jirSnreEVhB7upRPUADk5btmwpUkomDm5u0hOXBEJOVmyXnQpljB7VaqprcOWVV6K1pQW/+q+fwy/a39LlKicOs2z8/Kc/w2lnnIG6QbrYNTc1Yc2aNbj37nvw0Oq/SxczmujF0DRoqiYFbWp2EmeDBECa1953XS376onzMo4rrwOJlALhsHSxS3R0yPVdwik3N/XL4OsON3sMz8Uu++EoVj2UIkp/l9BOKbx7x3bQ2dnZJRTMpc8R5+8LBBAIFHZ7LAYkGNv05pv465//gvsfuB9vbdgoPyPRHDkLkiiS8ona7ZSnrkb1uycVlXkk8tHJ5qftegJS0+9HKBREvK29W4yYdaHzRJqDS5vbSxjqvTrwmb5RO//cMbryVXF7qu56Ydk2Eqkk1KzzHZET/gVCoRG7UfaF6fPLvHDRXd5kORcfdHZ0yjTpxvj1qG7evLng+pqamuIkhGEYhmEYhmEYpgAssGMYZshIEYamew52QU9gl7EdJNM29GRmvJM3MdCcnu9ZZMcwzASHOtl16WCnibrd7CGw0zSuw5jiI4PnSYRhZgV2tJBzXTIFsMsRwzDM5IQCCbScwC4ARMLSwU41PAe7oc1LzExlZNCVj+V1DMMwUwZyvOXnwCmP7CcgVyOVRBi+bISrI155TIIZf/LFdQzDDAXVc68jgZ3iF/U8iex0OdkrMzWYPXt2wfUbNmwoTkImGJ4pW15PmZtzGh8jxI5N08R555+P+++7F031u6HnCYdoMsQd9TvxzJo1+NhppxUUwZL46I033sAdP/4xVj/4oBTaGeKejvj90o3OO7Xu6V5oe8eysmI6WzqZyTFLw0AwGEJ1TQ3mzpuLAw9cgmXLD8K999yLv/3pT3L8cjRc6t2cDRkp4Abh4j74HZMRX57Lvdu/VkymISvA631OXfq/cXJrzgm12tva8Itf/AJ//MMf8Pabb8K1HRiiXPhCoS5BYNf5inWW48IS+Wq74n1W4KVqGvwBH2KxUsydPw/z583DypWHob2jHTddfwPseNLLhjyHwiEV+qy7ofc9T6qo5E0tNPLc9Zz4lC6x3EC+hF5Zd5AVzuY2zT+/0SbrFth773RoNesKOV7s2LEDbaIcFWKg3wRmaqFRnVJgPh3LGV1XV4ZhGGb8sAZo62o8CQ/DMEWGe/sZhhky1PEpHexMA9Ggg1jYJ8V17fG094DLMAzDTDpyDnZ+M+tgJ+r2sM+EqetyJkmGKTaewE6nUV0oQXKwCwGpNBBPeOIMhmEYZvIhHez0boEdOdj5/dKVRmFBPzNIKBhE1XQokeh4J4VhGIYpEkosyg52UxzPwZZcTsjNMCg+iECKMmTwBQnsBg5uZZixhBzrciI7dq9jmMEiJTTwxHUBsYShqAGoLtX1WkFXIGbfYcGCBQXX19fXy4VdjYrD7FmzsGLFLq8IDgAAIABJREFUSjx4zz3iDtW6WlcUAuKk0lj36jp8+N/+TYrx+oJEco8//ji+efVV2LT+dek2FzC6t3WygbM2Ca/ojaaJ300TsXAEFZUVqKquRl1tHWbOmimFNnPmzJEuhyUlJQiGQtKZ659P/HNUhHUTCWrr0tLlaJZ3fiQ4ziSSSKZTKBmHtNG13rlzJ2688Ub88fe/h0rCOtEuVzS9a72UKIq8tyxXTpCpGjqCgQDKystRUVGJadOnSedDylMSS9aKPK6srJTbUL4+8ugjcJUBLP4mIRRT5ZcOep5bX85nkfo2k/E4Mun0qB8zmUwinek5AYm8rOL6RqKRcXWvW7t27YDbDPSbwEwtTGoPov8JddIssGMYhtlnSNsFFNUCkyffYximyLDAjmGYIUMzB5qGiRpfBDsCLkr8BtrF4tdU6X7EwHOsy7nY5d6zix3DMBMYRXdgkIOdWMKmjpg/62An1qnu6MzrxzBDgQYT/aKtkfEHoETDQEnEc69r76Qp68Y7ecxUIFACJFr7X9+Z7HeV6xPlFgm48f6/7pYnR71mdUpCYPkpM6GhQAlDF/eXH4iEAAqWD4lya/rFM2ZgvFPHTBKojaCJcqSUxsY7KQzDMEyRUCrLvUB7ZkrjuCZU1SeWQFZgR/1VJGRKsbZuFHAd7msZCYrqsLCOYYYMiSl0sfjE4omnqY7XZH3PddJUYenSpQNu869//QunnXZaEVLDmD6fFLXt5R4treZcNDQ2IJPJ9Cuwe/WVV/GVL38ZO7dshZ8c5nIrxO2esSzohokZs2dh0aJFOPB978PMmTMxd+4clJVXIFZSgkg02ve+sztyXAfpdGpUjeYmCpqmSWc3earSti4rxhJvOxMJNDe1oLq6+ELTluYmfOtb38Rf/vgnKZZ0NVW60REkrsvYNsqqKrFkyWKRrwdg/sKFUqhZU1uLstJSRCIRKaIr5NhGgsvxcugbS+h+KonF4NgOkKdro9+4lrY2NLe0SFHpaEL7jMfj8hg5IaoUQIrrHysrG9ffV6rLC0EC2v33379IqWEmA2Fdx54COtSWzOiLVBmGYZjxocUqXKeH9fGbJIBhmKkJC+wYhhkSNKuSopLLkQafoaPUCKDZjKPFhXQ90ve9fq/RgcV1DMNMcBRHlX37AZ+OiKYiJur0sN+AaRhyUMfrft8HR6yYCQsN8jiaBT0Y8gLoyxKee11rm+d+xDBjTSFxHRHyF1ztdhYOrFP2iO9P895rofBQUtbzOHlOHmpr57D3wzBFgQIpyL0uFJTiOpSXQo2Eofn9cFWebZQZHF0ut7WjG4DCMAzDTFy0WTOkexkztTE1Fw452Kmey5Gcyd6liU+4bIwGJBBjkd3w4WvHMMOF6vCcwC4sXUpJTK2wc+2UYfHixfD7/dJ1qT8eeeQRFtgVERqbIQFV77APEug4jt2vEKqxsRE/+tGt2Ll1K3x54jrqx8lYaZRVVeOiL38Fxx13HGbMnCFd6QqJrnqQ3cx1XCke2svBTvHEXiTAm6zQWGx1dRU06vPK6uvotMnJO5lOo75+Jxbuv3Dw16wAtm1LoaTfX3iMg3jg/gfwt7/eDT+ly3U932ipcHTkVBcfP/ccfPzjH8fiJUtQXl4uRVJDJZ1KwRJpUvOEhRLK00nsUOUzfaiprdvLkZXOs729HQ0NDVi4cOGoHY/ugfodOxDv7OwRDCrLka6hqrpmVMrPcHn00UcLrj/wwAP7Fe8yU5NSw4ct6Oh3fUO6/7YDwzAMM7loSBWu02MGtxEYhikuHJnKMMygIXEd/UedLoZpwmekEQkaiIV9aAwY8HVq7GCXD4vqGIaZRCgg8bSKgKjnI0ETsYgPYZvcZFRoNBshi+uYIkODuDoNpARDUEtLgNI40NoO+H3sYMcUD3KxGyqaAWQyo5+WXuQGQvcKJqiqBOqbxvz4DDMsqNia4h4J+j1n0goS2IlXf0AO8o/nAD8zeaA2gkblZcaM8U4KwzAMUyS0/eaLx0AWUU1pRDtREWVAVQ3xmnWwc1PitVO80lAntyOZ8UXpNWEIC+4YZjBQ3U1CEgqUC2Qd7PygqQDJuZZr9qmBz+fDIYccgqeeeqrfbR588EHZB8r9RmOPlclgx86dcPoR0UWjUU8A1gvKnyeffBKPPPSw51yX93USc82cvwA/vPVWrFq1So77yJwcxsTNruPgvW3b+hyzlP3kk3gyaBLYzZ47F4FwCFY80X2GJFBMp/D6+vU4+v3vH5X74JVXXsEPvv8DkVcaKqurUV1Vg+qaKlSJ18OOOFzkc4msonfvrMfPf/ZfUDOWnOyq+/K6cFUFl3396/jqpZfCHwgMO11UPup37kImlYIv75kvt7e9xj8mEbqhY/+FC6FSf3jeaVCrsb25Ba+tew2HH354dqLbkZNMJvDSSy/BFtdSy3N5scU19AX8WDB//qgcZziQmPC5554ruA3VDwyTT5VftA8LzIW6PcGTjjIMw+wLxG0LzaK9W4ga+k1gGIYpIiywYxhmUHjiOkX2ZNGsgbquwxcIojpooYVcjgIG/I4LXeOObYZhmMkIjXuQO6l0sAuZiPkMlPss+MyQqNu5ycgUHxqM02mmS3Kwi5V4DnZNrUDAzw52THEYjrguDyVE5TQ4oDudUxIakd+CHLjOmxGYYSY0VF7Nng52WtQT2PUVnMMwfUEzd2ui3lPq6uAGg3Dj8fFOEsMwDDOWqCqMAxaxg90Uh0YdNFWHrolnLFW0I9VySAc7p1OsbPPGLhiGYZhJBg06G557nVoi63ZVi0JTAuJ3X2cx1RTimGOOKSiw27x5M55//nmsWLGiiKmamuxpasLal9dKB7veKLqGeXPn9ekwZVkWHn/sMSQ6OuAzu4U9dBcnM2lc9KUvSXEYTZo0Epqbm/HuO++I9uDe+3Gz/yYzc+fMQVVNDbZvegtK9hxJYKaK01qzZg3OPucclJaVjegY5Aj30osv4uHVf4edSsMR10xTVJk3gXAY/3z6KUTJXVBsu/bVV/DOu+/A6CGuI8GWjSOP/gA+97nPIRAMjig95F65ceNGKLYjCkz3M1/ueJNZYEcsXXogSqIl6Gxp6Sr/VE69e+ZRnH32WYjGYqMiKt+zpwlPi/xTe7nAZqwMZs/YD3NE+Rov/vrXv0oxZSGOPfbYIqWGmSxM8xeuXzZ1FFDfMQzDMJOGTZ1tA25T5w8VISUMwzDdcPQSwzCDJ9urQ+MZuvhfxLBgRXyYURpCYk8S7wVNKczwGRocx5Uzm1F/V38znDEMwzDjBw1OU7WuqgpU8d6vqqDH0WjIxAyfD9NF3R4Jk1mYCX2UZs5jmKEg3WloIDYQhF1VCrSngN17gGDAcz8iF7v8GUm5vcEUg90NQMVMqK2dQCgMJZWQ4rZ83ExGfu52WlL0YXd2oFDYAO2LhhW1kF9+B744lF777As3zyVPpkNgtTZBozQyzERCUbqnHCYRHTmRhj2BXboyClU0OFKBmBT6M8xgyLnchpQwOmfNRuaN18c7SQzDMMwYoh4wV7SVS9jBjhFlwICmBcQrOWpUiIWegyigjoK8WYTBMAwz+ZA29zRLlVi8ul3TSuAqASmqZqYOJ510Eq677rqC2/z2t79lgd1YQsMr4pZ86KHVeHvjRhi9xgVJ5BQKhbBs+fI+RXIknHn7rbc8iVu+e53jIBQJ47jjj9/7e0NpvmXT98ILL2DnznoE9xL5KTI+hRzuJjPTpk/H8mXLsGn9egTzXDp0ce1eFOe+adMmrFi5cvgHENcxlUziaRK0WjZCfn/u0iKZzmDBwv0wfcYM+Tfl+fatW5FKJDxnuWzGeuJnBR94/zEoLyvvypvh0tLSIvL1ebnffIGkTIPjCdEmM3PnzsXS5cvwxD/+HwKi3MrL5VKeKnjm6aelM+Hho+Tc9s8nnsDG9W/I8pJPWtyfK1YcitLSshHn13ChOrwQJNw97rjjipQaZrIwLxQpuL4hlURDOolK01+kFDEMwzBjwfq2loLrqZ04d4DfBIZhmNGGeyYZhhkUJMPIdWjJ2WLF/wI+E3ZJBxJJoCTqx6x6E+/6DCmws6mzy3bkq2NzwDvDMMxERFMV6JoqX/2mhvJICWYZJmIlflTVuAj4/eJzHwxD5dlimaLjBc8bSIXLYKaBjrok1F1BWKU+RElkJ9ohoBktacCUZj3k5gYz2iRau1zslG3NQGmVfO9rTCCFJqglIaDBL5a9Z9RyO5PyVYrrSIzXh+jNbd4NZXcZrIqAfDD3RHZhIB4fcnGm47k7dsm0ob7J2zeluX4P0Fi4Q5JhxhRqP5AgWs0u5EIaCqCjTNTn00rgqy6HXRaBTnW6ObCwlGEIhdqwPtFGKA9BX7SYBXYMwzD7OMrKlaJ9HIaqsMBuKkP9Up6DXQCaQg52FeJBqM1zPSL3IxbYjQqKOrSgdNfZO8C+9z56bzPS9WNxjLFgMMcY7WszGscc6fb70jGYYkAT8pBIhurymKzbNTUCV/HLOl/hun3KsFK09+rq6rBjx45+t/nd736HG264AbFYrIgpmzqkM2k8tHo1brz2OhiqKifmzPVR050YF+tPOflEHHzwwX1+n1zROtrb0btNRiIt0/QhFAj0+b3BQnEq7779Dm655Rb4NK1H+nJk0ulJL8YiEeMnP/Up/O+f/iSvaU6USK/127bjP2+/Hb/41a/gF9dzWDWk+NLzzz+Hhx78uxRRds1fSf/TFJx+xhnw+XzeZyLvEom4J1rMm+xEyuvE9Y9GI+LjkTkSpkWe/fL//B+se/ElcVxTavh6nJf4gLaZzBimifPPPx/P/PNJmae58XaaQKatpUXWa//9m9+gsrJy2GPxlFdvvPEGfvC970GhcmMYXc5/dMzS8nKc8fGPe/k1DmOpL774onRgLASJ6yIRDpxnerJ/ZODf/BebG3Fi9fQipIZhGIYZK15qaSy4vsYXQFTnOAKGYYoLC+wYhhk0uYEMVXFhUsel4cIIh6C7Dlriu7GnJYzy1gx8RpsU1xGu63USuewqwzAMM6GQYmnNE9gZuopA0EStlUFVVQQza+IoC1dCNwwYYtE1bjIyxYeC5zXThEmzjpZHoaVSSFaXItUY6xbYWTaQsbyZMx17vJPM7IuQyA7eAI4UrWU/9qESKWyT4jmHhHa9kKI6gdPaBKMxsdf3u6hvgq+qEmh8Twrt1JKyPvfXH7njENrb70khX5e4jmEmAp5dLkRjo8u9rjXmQ6Y6Bl8sBqeqFI4/AkN8rrFjLjNIPJdbE0ooBG3VKiT++r/jnSSGYRhmDNGPP040JULsYDfFobEJNedgRwI76WC3xxPYsYMdwzDMJCXnYBfMc7ATdbwblHU+V+1TB3rOP+OMM/DjH/+4323a2tpwxx134Jvf/GYRUzZxULKLO9T7oq8QjV77IAcxEnT9549vR2drm3S/yv+a7TooKSvD+Z/9HNR++u8oD0tLS9Fb9qaJz1tbW7HxzY2orKoS6R+8dDbfaGvPnj34wc0345UXX4Kp63udFgnurEwGmczkFtgR5NR49NFH46nHHoff55NxNnS+pmHg7w88iD/98Y848+yz5bqhsn37dtx6661IxuPwGdkgZXGRSZg4Z8ECHJvnIEZ5GolG98pzh9Jj21i3bh3iYj8kChwOqVQK995zD/77l7+UeYre4jp4wrFUMiVfJ/NEsIcdfjiOOOYDeOKhh8V1Nz2nR/E5TXL77Jo1Ujj6jW9cKR3m8oWtg2XLli24/vrrsX3zVvHsrHfFZikiD20rg+OPPx5Lly4d+o5HiRtvvHHAbc4888wipISZbCwIl0hRdcruPwbgX027WWDHMAwziaFWyxpRlxdiaUlZcRLDMAyTB0dLMwwzZFRFlYILCoD06QZMV0FlwIftFVtRvd5zQUplvM41i2PdGYZhJiQ0DkEDTiSuM0lgp6morAojUt6AUHgWSqJRsQ25zShdMyQyTDGhcueaop1BA0CmibitQt/+HtRQCC1RHTEaPFQzWXEdCfu50cGMLSRayx/U90R2TUBr017bUokkNzk59EzudfXZbchRLvsq90OueFl3O9pfTmg3WHLHQe/j5B+LYcYbmhmXgiTIoS7gR2dVFP5IGBnxGohViFU6NF2DwgI7ZpB4LrcmEAxBWXko1LJyOE1c5zEMw+yLKIEAAseeDF0zRP3PbYUpDZkcKeRgF4Sm1CDtGDKI2mfvEn9nRXYKPSHR4noLT/rHMAwzsVByEiE5G4+op31STGdbZUg5c6Ers6BpZeKzgKzz2cFuakEOT4UEdsTtt9+OSy+9FOFwuEipmjjIVg2N6RkGMqINNJwduOh2tEolk6iv34knn3wSq/++Gk8/9RRs8RlNapHfgqK70BZtqrM/+Ukcdthh/e6e+vcWL1mCfz76qCcE7NqBAtVx8fOf/wLz5y9AdU1Nti4YHCT82rx5sxTo3Hf33TCU/jWDyUQcqVRy0PueqASCQVxy2WXYsHEjWhsa5VguIR2dRd5d+53voLOzE5/+9KcREvfCYIRnlOfkEHnNt7+NJx97An7TzJsgW4Er8u+TnzxX5lE+8+bNQ1Acw+qI9/ic+ub+/uCDOPW003DkUUcNaRzZc8ZLiDLxX/ivO36CZFtbv896NJl3Kpnw2vWTWGBH7nRf/MIX8OratejY09TlwOiKe4PuuN/86pdobW3Bd7/zXSlE7U/Img9dR9u28e677+Lyr12Ofz3xBIw8R0G6Wo64f+pmz8aF4tjRcXL/fP311/G3v/2t4DbRaBSnn356kVLETCYMca8sjZbh+eaGfrd5vHGn7AXgaBaGYZjJycste9CcThXc5qBYeZFSwzAM0w0L7BiGGRbUUUcdZYqcOd5AMBRCRCzlZUCtm0Z7PCOWtOzrylhOnx2dDMMwzPhBnfcBn46oqSMcMFBdEZZCu3AwiGAgCI0C4fMGbRim2JCgX9EVKcrQaaAok4EbiUCNRqBEwhCFFUgkvYE1VvQzY0lji/da43Xc5ZzoWgMWSnaLupIc6Hqzu8Fbn9Cl6K0vV7m0uh1Gc+leoUJSaCfo1JMIWf4e63p8trvXgJI4zq5MA6rpODlxXS7tDDNeqGqXc51cIiGo4RDiNWEY0SqUUkCUjK1TuL3BDBopsDMMpEOl0KoVmMccg+Rf/jzeyWIYhmHGAPOkk6TrLQnsuK0wtSGRhaHpsFEC19HhuArSditsdzYC9hboSiArsKP+AQs8CU/xUVRH5E3/YY0Tff14Q+kby/UjZayv30j3T98tdA0mev5PLSgfKESFxAN+WFYUe9IHwBeohOpWwEUYmhaCqhnjnE6m2CxbtgwrV67Es88+2+82jY2NuPnmm/Hd7363iCmbGFBb2LEd/PcvfokH738gTxw1MLQtCdVsy0Y6ncKepiZs37YV27ZtR1NjAwzdRMDn28sxmr6XFN/7t9M/hssu+2pBpzIS2J148snSXa2tsamHFspnmnjwnvtE+m1cedVV2G/BfvD5+3dfo+N2dHRg+/b3cP999+KuO+/E1rffRchHzl+iDZjJyOPlPx/Q+2QiiY7OzkFfl4nMUUcdhf+48gp8S1wvJ5nuErBRFnU2N+HqK6/EM2uewXkXnI8lixejvKJCTo7dGxJj1tfX47lnn8Ptt9+GV194UeZ1fvlJijJx+pln4nOf+zxMn9nj+8uWLcehK1bg0dWrETB9XTE/5EzYsGMnvnLRRbjupptw5KojUVZe2FkknU5j965deO755/GH3/8eDz3wgNwniessUTYoN/PPISdAaxLlldYbk3gyWMq/4084Ad+65tu44uv/AUuUVV3XshM6KtBsF/9z5++w7tVXccEFF+CYY49DbW0tAoHAXs/BlHcksNy6dSseuO8+/PY3v8V7mzd7+Zrdhr6REfduSDxL/+DmH2CFqFvH63n6iiuukALPQpxzzjlTUjjNDI4jyqsKCuwaU0m5fmVpH2O1DMMwzITn77u2DbjNEWXVRUgJwzBMT1hgxzDMsKFOGOrAcTXP0S4aDqG6SsFsO43GQAaaqiDT6qBjvBPKMAzD7IUu6u6QrqE86keFz0Bd2IeK8hDCQVW6yLC4jpkI5MofDQqposw2VlQiXBqDVlcDtKaB5lZvccQWycKzGjHMiMm5zsErk9Hm3Z4DXf3eDnZESW7bPsR1hLkjIMpuc/dEFLRd3v76ClfoL4SBjkF0ievyhXWJ1gInxTBjDAVFkCC6VNwRsShQWwW9skJ8FvEcyFhcxwwDahMofpN8amCRA+I5ZwAssGMYhtkn8X3mM14wKTcVpjzUXlRUHSq5r4j3fiWGjLYbyXglbGUuYsYGsRG53JOjCz1l5ZzsmLGkt6CpL4FT/mdjsT7/8+GuHy/GQ1Q31O8M5vqP1jGG8r1inDszFkj5BGSIikICOj86rLniGS8ETYvAr89AUtTjimJKwQX3FUw9SIhx2mmnFdzmBz/4AT75yU9iwYIFBbfb1/AEdjbuJSco1x1iK8fNGvu6XQa/qqpAUzSEA6GumI8exyKXO7Ecf+KH8O1vfxtVVQMEtYqvv+9975OOZj//6U8RNLqFWrRvQxxv9X33Sbet40/4IFasPBSzZs1GSSQiJ1EiAWAiHseuhgZs2bIF/3r6X3j5pZfw9sYNcG0HQZ8Pjusgnk5j9pxZaG1uRTqR6BYUiWeGdDKBnTt2YNGiRUO6OhMRwzRw1llnYfv27fjJf/4ErpWBrmmeoFxUjT7RKH5AlIVn1vwLS8V1X3X00ZgzaxZKy8qkcMtKZ7Bnzx68uWkTnnj8cbz+2mvoaG2TIqwcUpSYSuHwo47EFVdeiUg0ulc6wiJ/Pv/5z+NZcZy0yB8qMwRdd4oP2rFlK7568cXy+CeddBLmzJmDqspKKaAkcVwylURrSyu2bt2Gda+twzP/+hdee/VVmZaQzy+f9RIiT6NlpQj5A2ior+8S2clxQfG7sX3bNiSTSVlOJvOvAl3vj3/8E6KM1uOOH9+OTGenOFe9696jMr7h1dfwzSuuxAFLl+KgQw7GUvFaV1sHfyAg73sS1m0TZeLll1/GSy+8gLc3bJT1gj9fXKd4ItSyqkp845vflPfbeP2e3nPPPbj//vsLbkNi2csvv7xIKWImI0eX1+D2t9YX3OYvOzazwI5hGGYSQs8b99cXFthNE88r80KRIqWIYRimGxbYMQwzInJOdpo/gJJwGFUVwGxY0Hd3INORRrupeRoNHstmGIaZUJAIOuQ3UG7qmFYZxsyaCCrLgwiHVJimyYPXzIRCtjc0DYbfj+S0GOzWaQjHbcA0PHFdPDneSWT2dUiwVhHzxGs15d2COfHqzijda/N8QZ2sTXs7yuXtr0dt28/++mKvY+Qfh2EmCiTaDwWBclGuayqBGbXQKiugRKLQpMCOxXXM0CGXWwrioWm7DdcHa8WRUBYthPvGxvFOGsMwDDOKqLNmIHTSiZ6welKHUjKjha4acKQwQ/z+izak5SwV5eM9KC6515HTd0q8kgKP3Ou4zDAMw0w8qG4m4TyFqFCfQACKGoCmhESdfiAsPSCe8fxyS3USOxUxw+ejH/0olixZgtdee63fbUho86UvfQkPPfTQlOxTMvWxCfGSkyrnFvF3tLwMX7voIilmrKmtHXgHIisikQgu/9rlePPNN/HUY4/LVlvuXqa8MnUD77z+Bn6yfj1+7vNJx6pgMAjTNJBOZ6TYK94ZR0LksWJb0BVN1A8KXLEPy8rAH43gnLPPwmc+/WlcddVVeP2ltaIO6Z4sVBXLc88+iw8cc8ykr0Po+ScUjuCyr16G2to6/OiWW9C4s15OnqooavZ66tIt8PGH/4FHH3kEqvjbT85+4tylQDJjwSFhnus5znWVHZHHjlhsce3+7eOn4+qrv4n5BQSr7//AB/D1K67ED2++Ban2dnmdc5O0kpivs7kFD979Nzx4330yP8OhEHx+vxREppIpsSTREY/DEXlMKaC8kc7UjgtLdXHIqsNluVmzZg1uvul7iAYCXmgRCc/EYTZu3Ig9expl+Zrs0PW5+JKLsd/CBbjqym/IPNWy8VaEzzCkMHH9Sy/jlRdehCvyzDR0GJR34npkbFuK5xTxqotyQPmq9cpXR1yz+YsPwI3kLHjkkVLANh60i7JyySWXDLgdCUnnzZtXhBQxk5VFkRhmBMPYFu9/av+Hdm3HZfOXoMYXKGLKGIZhmJFy947NaM2kC27zwappRUoNwzBMT1hgxzDMiKGOS7/PRDQcRqQOmAMHlu2iI5FGQzKT7dxmhR3DMMxEQhPVcsivo7wk4AnsysIoLXcRDgah5s0syTATBkOHGfTDLYlBr0kBrXa3uK6ZHbqYMYQc4AIle4vjsiiDEbX1dpTL318vBrW/wR6HYcYb6WAX8gR202qAmXXSwa4jWo2IqU/JQChm5OQm+gEtNAu63w/j7E8g/e3rxjtpDMMwzCjiv+iLMliQ2wtMjq42AEXaZotFyq6AaYi2plIpFtH2dLNBd9LJjmEYhplYkLjOJ5aIWMKw0tWiXo+hM1OOoKFIoUBWVcG//1MU+p2/+uqrcfbZZxfc7h//+AduueUWfP3rXy9SyoqPp2Eaxfsg65LlKt58BFKI4ziwaRHv6UjBSBiz587FMcccg49+7GM45JBDsmkZfDqqaqpxx09+gh98//v465/+F/GOdvh0Q4q+ZBpI6KVqcC0LbXv2oK2hUaZFyU7CRe5lARKI6YYU1WVsB9HSUhyxahU++7nP4qijjoZt21i8ZAnWvvAi/JrRdeyg6cP/E2Xj3E99CjNmzCiQSiXrjtbr3Eaz2lH2zsOh7p62J1c5cpBbvPgA3PrDH+L5Z55FR2urFKhpuibFbj7VkOdDTn9WJinf02FJgKWI7ZTsviifySmQrves+XNx5lln46IvfUkK1wrlsd8fwL9/4UJUVFTghuuvx85t22GIPJLCLdcrUzkBWKq9A3GRPkeWNxI9evc1ue+RAND68GgPAAAgAElEQVQSeZdKp6GaJhYvX4ZTTz1VijgrKyvlhFq3GZ6jm5IVnNH5bdqwEWtffhmzZ88ZxDXvnsxt1H9H+tjvcCaCIZHdaaedLh0cf/nLX2L1Aw+guXGPyFNNXkcZWSXO35d18iNhYjrlBZ5TXJaPRKfk5ue4XW6TJLqje2vG3Dnymn7mvPMwV9zLcMcvRuvCCy+UbpSFoLJBYlmGGYiTq6fj5+9u6Hd9RtwHv9r8Jq5e+L4ipophGIYZCZZop/xqy5sDbndKTaF2PcMwzNjBAjuGYUYMdXaZholQMIDacAJKVRhtGQvN7UmUJi1ExGsqY8tZqHKLO46dOQzDMFMRGoQg1zpN8waqS4ImyqJ+VMQCqCkPobYyjNISBUG/X86GxzATDXItoAB6t6QUWo34IKkAiSTQ1AL4WBTKjDG9xWrbRihey9/fSPfFMBMZ6WAXAMpjwLRqpGbXSoGdLxSCEvCPd+qYSQwFkMh+BQq0F+UsfcrpUH/2Szg7d4530hiGYZhRQK0sg/+z53FwPbM3skh4kbym2YaMFYKqVQDabPG5aF86jeLVEesT4tUaz5QyDMMwe0ECu5BYysTbCij6dKhqJQw3LJ7rOkXdHfOUP8yU5hOf+ARuvfVWPP/88wW3IyHeqlWrcMQRRxQpZcWB+jrS6TQSmQwyTv9uPUPfsadfdbOTIpOQJxgKo7a2BtOnT8fyZcuwbPlyKVybPXs2AoHhuwDR/r7z3e9Kgd5vfvsbrH3+RWSSiayAyJCiJGrSkZhOyTOa84RCaSnCcsSK2rpaHHvC8fjwKR/GoStWoKamxjsVcY0+eMIHcdedd6It3tnjHF9auxb333svPvfv/w7DMNAXlm1JQZKVSnU/b5DLm2lIAdpIofPIiP10JJOe21uWjGXLz4dCTjC2atWRmDt3Hp5++inceeddeEncH63NzSA5FuUliddIzEbCNJIPKq4i85rc0OiYaRLWiQ1mz52DE088CZ8480wsXboUfv/A/bN0CgF/AGeedRamz5iBP/zhD3jw/vvRuLsBBgn8DFMKpSgv6XxVzZskRYrsxH+2Y6MzlZACv3AkgiOOXIUPfuhDOOnkkzFr5kzRpvfJ4yx931IsEuXvlZdekvvJ6q1hdXbiv//71zjuuBMQifbtYmfL87TRLspZ/jVPi7xOpb2JNxRP8zdsyGExLcpma16Zo3O0skLVoXLQQQfhxhtvFOX7FPzlL3/GU08+he1bt0Ind0JxDfXsZDPyX96E5pSnjkNlKSNFRXQfLRH377HHHYePfOQjWLx4sRTxeSc9Ps/TP//5z2U5GYgLLrgAixYtKkKKmMnO6XWz8YvNGwvGGf55x7u4cM7+qMjWKQzDMMzE5r76rXgv0VlwG3IxPSASK7gNwzDMWMHR0wzDjBwFUoxBooyKSpopKYmmeBDNKQvNaQstiTQ6khkkUjYS4u+E+JyHRxiGYYoLiesCPh0BU5evVbEAqkuDqBLL9LCN2lINsVJTOpLqujrwDhmmyMjZS00DqVAZ3EobHTQomG6F0d4EO96MWGccoIEymskx98qCfoZhmOJCgjoSPYv6Gj4fUFmGthllSM2vgjmrAmZNOeyyCHSfmXUfYZjhkwuCosAdMxyC8/nz4Fx70zinimEYhhkNzMsvhR4tGe9kMBMQBV6wMEXIWk4Iuk6ijArRIJhFVg+Q4jo7Ds+ThGEYhplYkBtPSFTR5WKZJv6cBVW8192QqNl9XeK64TgCMfsO1F/005/+FIcddph0KuuPTCaDM844A08//TTmzBnA2WoSQaKac889F4esWCEnOR45rrimGjRdhWGYiEYiiEaj0jEsFouhQryGQiF5XBLqjFZ/XVlZmXSS+8hHP4rXX38dDz+0GutffRXbtm9HW3s7ksmUFNLR/a5rKnw+nxRf1dXWYOH+i3Dk0UfjfUuXorqmBqZp9nQNE++PO+F43Hb77WhobOxxnVzXQWlZqSg7Vr8Cu5kzZ+Ha666Vgqzu+sYV569j/vx5Iz73WGkpLrroS2hoaOyRbhJhrTri8GHtk/ZTV1eH008/AyeffAq2bt2CJ598Cs8/+xzeefstNO3Zg854XArpXHEcykdTnD/lbU11NfZbtAgf+MD7sXLlYTLP9WE4hdN3jhb5cvjhh+PSSy/FP//5Tzz/zDPYuHEjWlvbxPE7pUCRBDB0fMPQEQmFURIrxcKFC3HQIQfjsBUrMXfBfCns07IObTnKKyrw/ZtvxnPPPoseSjjFlfnU2tbar8AuVhrDhV/4Aj5y6kd7/IaQEO3ww4Z3zXtz/AkniDIa7SHgo+cSEn6WijwfKnT96Xsnn3KK3PeuXbvwzJo1eOGFF7F+3avYvbsBHZ0dSKVSsuzQcCfdKyR+pXt45owZOPjgQ3DoyhVYftBykddhKWAd75/Qxx57DJdccsmA25WXl+N73/teEVLE7AtMD4RwVHk1/tlY3+82KfGbcsumdfje4kOKmDKGYRhmOHSKtvrtb60fcLtzZoy8bc4wDDNcWGDHMMyIoU4qw9Dgd3xeZxnNHu+0o1nV0JwIojWZQXNHCq2daTmLE7nZOTYHvDMMwxQT2elu6igJmXKpKQ+geoaGqlofptf4UVkRhM8w4DNNOYjEMBMNGiRVfCYMmuVTqZSfpaw2OG21MDs70RxPoLQ5BbR3egsJ7BiGYZjioos2RCgIREJiCaN1egzJ+dNgVlYgM70MVnUNjIAfajCwVxAFwwwbQ4MZCMD9yEfg/ulu2Bs2jHeKGIZhmBGgzJuD4Be/CAXcVmD6Jhc0q+kKHEdDxg3Dh7lQVRtw42KDZoDLD8MwzAQk38GuDooyExk7AkUj5yONhXVMF+R8duGFF0qhXSF27tyJD33oQ3jqqadQVVVVpNSNLdRf9pFTTx3vZIwKFDdCIj5yGaQlkYijvn4XWltbECcxWDot73sS0AWCAZRES2Q+BkOhAcVf5NB13vnn97nOzf2/D8cyEn9NnzEdl1z61dE4xT4PTuKnz5x3Xv+buO6wnLrpdGicjERzixYdIJfPfvazaGpqQmNDAzo6PDGWZWWga7q8pqFwRArAKE2jIZ7M5df+++8vlwsu+Kw49m40NTehvb0daRKD2Y4U15k+H6KRKMrKy6WYqsfx3e6X3JWg9UcddZRc+jz/AhNqUjk795Pnjvj8+oOOfeSRR/afthHsm8oCCUxnzpwpF3IXbG1tRWNjA9ra2pEQ9woJiukYNIZP+U8iTrpXejgQToDwq7Vr1+JjH/uYLIcDQeI6KhcMM1i+MGdRQYEdQW5Ip0+bjUNjFUVKFcMwDDMcfvz2euxOJQpuU+MP4iO1s4qUIoZhmL3h6GmGYUYMdfoYmgE1oMFH7kh+Ax2dcdRYbWiNp9AWD8iZnBzHE9e1x8c7xQzDMFOPnIMdiesqSsi9TiwlISwM2yiNRlFaEpYDMzSAwY4yzESE2hu6QcKNgHRHsnUd6SRgze2Ak0jAn0iixd+EGA1MkoMdjcpNgAElhmGYKQU52AVFPV1agtaaCNRpNdCrqpCaVQ6lfDoiJRG4puHNiq1z0DMzOlDwme73UQQTtCuuRPvnPgu3wCz3DMMwzMQmcOvNMAIhaCq3FZjCqKoJQw/BdUphqTZ0Ow7X6oBGAjs3AiiO2MruXtjlnmEYprhIAYmWt0TFUgbbqhGrpsHSxKuow12UQtf6dppipi433HADHnjgAWzZsqXgdps2bZIiu9WrV6O6urpIqWMGQ28JWSAQLIrboJL7fx8atuEI24Zx8MKbDDMNSh/7pz4xciOkpSj0Or6ua6iprZXLcPaTv7uBrsuI824EXx8wbcPfdZ+UlJTIZUiMs0b9lVdewYknnijFgQNx7LHH4oILLihCqph9iWUlZVhRVonnmhr63YbEsN954yX8eeVxCHCfEsMwzITklbYm/N9tbw+43edm7wdjrNvuDMMwBWCBHcMwo4IUZNDMg5oOQzcQCYUwP51GW6mLRKUm17mqg4xrI560kMxYsG1XOto5buEZpxiGYZihQ8JmVVWyr0A4rKE07ENlxI/aWBDTK8KoLTdQWh5DNBKA3/QPvFOGGUekoF+0MWjmTVf8y/gMRJM2Mh1V0GvSUJs6ZdBGczqD0g5fNoCD2xcMwzBFRfeE0C2VIWg1VUjNm47UnAo4lbMRriyDPxbtmpF+zANamKmDaPMqfh/cSBWUww+G/5xzkbjrzvFOFcMwDDMMzHPPRfikU6CrBrcVmAHRVB22EoarWOhI+WEo7YinOxFQmxHV28QWfsCl2ZDj2dfMOKeYYRhmqqGLh/+AeA1mXyvQlqlBwpkOn1ILx5oGQ6eJ/wIsrGf2ghyp/ud//gdHH320dG8qBLkmkbPUQw89VBQBF8MwDNPN448/jlNPPXVQ4jpyVPz973/Pk/0yw+KiOYsKCuyIdzvbcf2GtbjhgIOLlCqGYRhmsLRZGVy+7jnYA8SJV/kCOL2On+sYhhlfWGDHMMyoQwGTgYCOaCaEA6ts6GYG/qgf5jYVWrajpK09g2TGRjJNiyUaTuOcaIZhmH0MXVPhN7XsoqNC1MPzSkqxMKhiTm0pauo6UBEMImQYMHRuEjKTBwqypH80M6cV0pEunQZ7dhKwbZiaF4jR7LootSwgmQIyludoR4PwDjc4GIZhRhVyoTMNQLQn5GtFKVpmlUObXofUghnQa2uAsgo4oaDYxJBuuQwz2miiXJHLreO3YSlVcK66Gspza+Bu3DTeSWMYhmGGgDJrFqK3/UhOqsLBdsxgUKBB0wJwFJreL4REslM89rejMzMXQSUl2wdwWwAyskMaLLBjGIYpNtRXGwTUUlFpl8Cypss6GmoZ0nYtTF8VFM0HU/VBVXiMgtmbww47DDfddBMuv/zyAbclJ7tVq1bhj3/8oxTbMQzDMGPPr3/9a1x00UVIJpMDbkvP+XfddZcU2THMcFhRWokPVk3Dw7vfK7jd3Ts249DSCpxaO6tIKWMYhmEGgiK1rlr/At5LdA647eULDoSPxwcYhhlnuKeSYZhRhwLffaYf0aDnnBTw+WBqbdBUb9Zh23Fgqmm0xWlQO42M5YjP7PFNNMMwzD6GrikI+nRRF5tyqSkJYP+givnzKlA3M4m6aDlC4RAioaAMXmOYyQaJNHymD0okDM2uhp4xkdF1ZMIm/ORkRyK7phTQ0Qm0d0oBHri9wTAMM7qQqE60JxAOyteWaTEk9p8FY1qdXDIzK2CVTkNAtDc0jWejZ8YG6oOgAHpXlDHV74PjM5C+9Q4oZ54Gt2PggRqGYRhmAiDq79Dv74RRGmNBPjNoqD+L2gGuRm73AWSsOrh2JwwjDUVrBVQLcBTRWEgDbvt4J5dhGGYKook6mNzrYqJOrhZ1c52oo6uRdmaL97XwmzEpllbFs5zGv/9MP1x22WV47rnn8Kc//WnAbXfu3Iljjz0W11xzDa666iqetIFhGGaM6OzsxJe+9CX89re/HfR3rr/+ehx//PFjmCpmKnDlwvfhqT27ELetgttd88ZLqPYFcHhZVZFSxjAMwxTi+2++ikcbdgy43UpRb3+4ZkYRUsQwDFMYjqZmGGZMoIB36rQO+nWURgJd4jrLdpC2QlAcr0ObxHWdSZ45lmEYZrQxdFUK7GJhH8qjftSVhTC3plSK6+bVVKGkpEQ6yei6LrY1xju5DDN0RNPCMA1o0QjSFFQfDCETVEClOem68DsOWvxNiO1SqQECxBPjnWKGYZh9D3KuCwWAshhaq8PQ6mo8cd30abDn1YnP6xAMBqCKRTqIMMwYIAV2NGGEBs8pUVNhL14E+/rvIP21K+HaLLBnGIaZ6IR+8mOEVqzkCYCYIUHjD/mB82mrBOnMNPGuGSm1HT7LEe0AVZSrJOB2iEYDjUOQnZ3rvbrscs8wDDOqKDQWTPVy9tUNidcYrEytFNel1FokMjOhGtPgM2Pwm8HxTS8zKaBn/jvvvBONjY149NFHB9zesix861vfwsMPP4yf/exnWLx4cRFSyTAMM3Wg+vXLX/6ydA4dLF/5ylfwjW98YwxTxUwVanwBXDR3EW7ZtK7gdhnHwcWvrsGvDzoaS6KlRUodwzAM0xe/2LwRd24duN1gqCq+tf+yIqSIYRhmYHi0kmGYMcHQdLlAPNwSlq3gAMtGyrKQate9sWvNlYK7RNqbWcaRY9ouHLHQ+tzwtssD3QzDMH2iKJ54WYE3dk2uoarquYeG/QZKI35UlvpQXRrA7FgMNdM7MaO0HFUlpQiWROkLPfbDMJMJ6WDn88HWdZihIOySEvgsFS2i3WDYNtT2FEXboVm0P0o7E/I9wzAMM8qQaC4ckuI6ta4GqQUzYNTVSnGdOW0/mNGAFDspoq5WVG5vMMVBEb/5bsgP+4R/g3rZe7Bvvm28k8QwDMMUIPCtbyLyqfPY7ZYZMZqqwzSCcK3p6Eg7SCkqMhmgjHrObAO6WQ+4SbElCe5oEh6e+I9hGGZ0McQDmV+8ikUJwEpXi/cz0GzVAs58uEoVfGYZHC3MonpmSNA4wN13341jjjkGL7300qC+8+STT2L58uW49NJLpaijtJSD6xmGYUbC5s2bccUVVwzKUTSfs846C7fdxv2zzOjxmZkL8FjjTrzY3Fhwu07Lwudefgo/fd8ROChWXqTUMQzDMPn89N03cMfbrw9q20vnLcHcYGSMU8QwDDM4uOeSYZii4DNURIJBHFCagTMrg2CJg5J6EyWGiZjfQGtnGvGUhYRY4raNdMaB7XhiOxLeOSyyYxiG6QGJ6MgdNCeoC/h0BDXPOZTeV0QDqK4KojomlhoN0ypdlAVLEA5HqFJmcR2zT0Az1csyrLnQDB3t5eUwMx1Izk3L9VbUD7+moUXcGzGxoCMOGV2XsbzFsrwZ63PKfm5vMAzD9MRT8HuvtJCgjlzrTMN7X1WB1pllSCyYAb22GnpNNTIzK+CW1kIPmTD8vuwM9tzmYIoHtY0p+E6LhpG84IswxG9+5rY7xjtZDMMwTB/4LrkEsWu+DU3VuK3AjBhVMUQTNQw1Xod0IoqOQAR+3Y8mEtkZrteudVrEs3+b2Jom/WOBHcMwzOhCoSchUd+WAIpYtGmeuE5bgJQ1D/74TJiBMJySIBQOU2GGSDQaxerVq/H/2bv7YMnSuj7gv9Pn9Hvft7lzZ/bOzr6zuAgLKugKSALlusomxoQyIloUmFQl6ipEhcgfpKIbFOUlCUYr5sWokPIlsSqWRcWSQiWIWUmIEKDIoiwsLC/7OjM7M/fOvbffcp7TfWdnEWFmmdk7M+fz2Xr2Od2nb+/Zqu6nn/PyPb/bb789PvCBD5zV3wyHw3jzm98cv/zLvxw/9EM/FD/+4z8eBw8evMBbCnB5ufvuu+ONb3xj/MZv/EZVJfRcfM/3fE/8+q//+uMqj8NXK8+yeOszbom/9/53x9Gd7S/72uPDnfiHH/yT+Jc33xIv2r/+JG0hAOnKq5/5+IfiN+6756xe/8K19fiBa268sBsFcA4cuQSeFK2iWQXskm9obsQ9C1ks93ZipVHESquIRx49FUeOb8XRThFHTw3jROzEaDyrcDc9s5wdANVFZylYV+SNectiqV3EvsVOrBR5VbnuwL5uHDi0EAcONOOmhXEsLfRisd+Pbq8bRVGcfh+41KXP8e40odluxebSwRhlvWiUc4/tfa3Iut3oDMo5SHc54tjxiBMb83YyYms7opxrxHg8a+YbAI+Xwsnp5Hc5v4hUVSaNpwuDiMVBVbnu+JXLsXX9ejQPHozt6/ZHrKzGaOXKar7RSK8XrmMP7Fa5bS5GFfLc+bGfjKz8PO689W17vWkAnKHzqlfHws+9sRq3zRU4H4qiGTEZRGOhiKLTi8bxIsq9/+gU5Xw0TzeOKPf/o5zbTsr9/7TGMQCA8ytLFewGZdtXDrcHyrH3ynLMvaEK1/V3boj2ykrkzVZMGp3ZmA3naG1tLf7oj/4oXvKSl8S73/3us/67EydOxJve9Kb4hV/4hepvX/7yl8ett956+lwZAI+3sbERv/d7vxe/9mu/Vo23k3RX9HN0xx13VOOucB0XwoF2J37u6d8YP/ihP51dU/hlbI/H8aP/96744eufFj943dPCJxLgwjoy3I6f/Oj/jj995IGzev16pxc/+7XPucBbBXBuHDECnhStZisWexGd1qyS3aD5aFzTPBF/Me3HymInHjiyGV94+GTkJ7djOJrEziiPLGYHaSaTaYyd7QZ4nN0Kdq1mI5p5I5b67TjYbcX6aj/W9/fjwEovDlzViacsTGNlaSn6nU50OkU0y/E4L9wZnsvL7uc567SjWFmMQVHETq8b4/6Bsv9UNAb9iP5DEQ8dmbUHH46qRG464D6c322xOjlkvgFwWlW9bh6ua84r1i0tRqztm7fVyA+tROvqg7Fz9WpM166tQne9FK7rdyMrX2++wV5In7tWqxXT8nPbLn/rO4ujOP6qnyg/v0sxvPONMR2pVgOwp8r5Re/nfyYWXvVj1XgN50szT8G6cu46bVe79+nGO9OHJzFZ2Ijtxmb0IgXr0r5/usP9oyl1N//LaZw+HqCyPcDZOb2/n81bUo6/sVi2/eVTh8qx91A5GK9Hb+O66K0ejFZ/af7yzPECnrCFhYV45zvfGa985Svjt37rt87pb7e2tqoKTKnt27cvbrvttnjRi14Uz33uc+Omm26KZlPwE6inzc3N+PCHPxx33XVXFWROLT33RKTf+DvvvDNe//rXn+ethMd7QTm/fM1Tbo43/+WHv+JrJ+W+/i/e87H4wNGH4+ef8Y2x1uo8CVsIUD/vP/pQFa57cPvUWb1+UDTjl77uebHcdJ4AuLgI2AFPimY5GUqtP3+82O3GQr8fzWwjVrqtGHSbVVAkhes2lzqxNZlGIxtFNkyFZSZle/yJli8+zf2V7kgDcCn5UieXs8etT+NqI9qtPDrNPNplW1nuxMHFblyzvhjX7BvEFesLce2BiOWFhVhZWqjGYLicVRfTt2cB0nG3He3xNLr9xZh0plEUSxGtxVnVpRQQSdXqTm1FDOcX2Kdw3chFHQB/RRWwK9IdU6KceESUc4o4uD/iqvWIw+sxvm4tJodWIls9HIO1fdVF8o28UVWvy92Zlj22W+U2yxpRtNsx/vv/IPL9+2L0z+6MeOTIXm8eQC1ly8vR/9Vfid7tt0fRdHqK8++xKvfTcrkTzW4/trLDcXJnHNuNIkbDdrTyXvSnS1G07i9fdqpsW+XrU79dvkEK4M3b9NyrNABc1rK0n39Gy9KFyWXLutXyaOeK2MgOxs54PSK/thyJ18rnryxH1EFMq+p2IVzHeZGq1v/mb/5mPP/5z4/XvOY1sb29fc7vceTIkSqgtxvSS+95ww03xDXXXFNVyktBvvScykvA5WY0GlWB4+PHj8eDDz4Yn/rUp+Lee++NcTp3+lXav39/vP3tb48Xv/jF52FL4Sv7gWtujId3tuJXP/0XZ/X6PzvyYPyt//mueNUNT4/vu+oG1ewAzpOjw514y19+JH73C58+6+u4W+W+1i8+67lx02DpAm8dwLlzBhPYE0XRiFazGSurrZhMt2KSD2JxpR1XXNmPGx7djKMnt2JzexSfOTGNEw+djFObOzEaT8o2jWFMq372eHJ6Od1xJlW7S1O01Ce70zUBPOBic7riVswCc+lxozq5HFXguMgb8zZbTlXq0sRtd7nXKWK1OYj14XasHViIbiuPA2v9OLDaj32rESu9aXQ7nWiqHkON5I28ars20twgDse4aMZGux15K4tJcxLj5jgmrXEsPdifBe02T0VsbUds78zCduW8ouqrNp3dwX634t3pFu5sD1xaqgnHmcvzCnVVP19OLc9nj1Pf60Z02lFOKuLoYhH5lQeicdUVkV+1Ho0r16NYX4vG/qWqMlh70K+qhsDFJM2DszR/Lj/H48EwRi96cUx+8+bIX/9PY/q//s9ebx5ArTSe85xY/k+/Gp2vvamcZuRf+Q/gCdoN2U2bjZgsDiIbHops0ozNnX3RKVbi1Gh/DNqfLee7i+W+/tHyhcdmLY6Xfapyv9sE7AAeL12CXMxallo5jmYrKUFfrlqOrHkoTm1fGdPpakzG10W7tS+mjf1RHOiVL28K13He/ciP/EhVfe6lL31p3HPPPV/Ve6WQ3sc+9rGqAXDuvuVbvqUKPx8+fHivN4Waee2NN8fR4Xb87uc/fVavPzkaxs9+/EPx3z5/b/zoDU+PF+6/4gJvIcDla3M8jt/+7Cfj3997dzw63Dnrv0vXR775Gd8U37SydgG3DuCJc+UTsCfS3d7arVYVfCsONKI/2Izjw16sLTTi5mtacd/xdmxsj+KaB47GF4pePHL80djaGcVWIyv7cWyNJ7PHw/HscbmcgnazanfzcN384neXvgMXq91wXdpxzPOsqvSSwnWpOl2qTNdtF9FpFVWFum5ePpcq1pVjXLfdjIVeM65ptuPA2oFYWH0gFgb9WOxnZZ+Vfb8K13U77WgVzfL93XuLeipS1aV2K7YHq9V37VR7Gs1+O8b7F2N89cG4/9Hj0Xvw0Zie2IilR3ciNjZnIbsz22gUMSzbaDyreLcbwEt3chybZQCXkDTxqMJzKUQ3r0xXlI+bzVlfValrzyrVpZaCdYNeHF9qxcYVy9Ho9yJfXY1idV9M96/GaH0lmoNyPO0vR95pVfMZuBhVN7IoP8/pJhXTXicaK4sx+o/viPzX/12M/+1/iOnm5l5vIsDlrdOJ7DU/Fgs/8dooul1VQHhSpN//vFlEK8o5bKMod+v7UWT7yl37fjnlHcR2ox29fFC+8P5yP781v6nO9uxAXXUzHeE6gL9qHrBL1ejKEbYK2DUOlO2Kqm1PD5Zj7OHYGR+KPD8UjWIhWkU6XtCKvMiF67ggnv3sZ8cHP/jBuPPOO+Ntb3tbDNMxfACeNEtLS9UYfMcdd7iZDnvmDV/7nGg38irkcaXy6awAACAASURBVLb+34lj8cMf+tP4moXl+EfXfk1824ErozBfBTgrqWLdb5Vj7js+85dx7ByCdUmrHK/fevM3xbeuHbpAWwfw1ROwA/ZEqi7TbhdVmCRVsut0u7EymcQoFmJcrj88HMWJB4ZxX28cy/kkHjrWiI1TwzhZthPjSWwMx7PlUztR5KPqPYejSZRPRzaenQAfV+fAp9X58OqutarMABeJqpJGpOvbZwfoUriuKMfDFKwr5kG6fqcZC91mDMpWLZdj5qB8TbXcb8U1nXYsLnTi6vWTsbR4QxTpoqFWK4pOpwowp2BRq5mX76eCHfXVKL9PWbcd7fI7MCq/I9P2UpwcrEX7xAMx3jgYnYc2YnT8RIwfPRHx+bIdPxlxcqNsm7N+N3CXqttVFe4as7BdNppXtZuqYgdcOrJ5VboqVFdEOXF4LEiX+m6nCtTFoD/rFwaxsa8Xw4NL0VlYjFNX9CPrL8SkP4ithQPR7nVjWv5tnoJL5T6d+QYXq/TZbLfbVUvHBdI/W612bN7xT2LhhbfG9lv/VZz6H3/smAHABdC4/bbov+VN0X3KjeX0o+0GQDypUnXl1KbTbvV4Z7QQp7b7MSn7ojUoP6BLUQVEUphuWu7/Z8dnd+vL0uPxXm46wEWqMatcV4Xr2mVbmgfsro7Ir40iuyK2Joej3TkY3fZytIpO9VeOF3ChLSwsxJvf/OZ4xSteUQU83vve9+71JgFc9tLv+8te9rJ4y1veEuvr63u9OdRcOtr0z2/6+tjf6sQvffLcqtF+/MSx+ImPvD/2tdpx+xVXxXccOBzPWtoXuTkswOOcHI3iTx65P/77A/fFex++P4aTc79B2aBoxi993fPiG5f3X4AtBDh/BOyAPVFVsGu0o92M0xe47Vabm0YWo3ICdmKwFe2j3VhtHI9PPZDFsZ1hPHpyO45uj+LY5jA6ze2q0lP6ZzSexGP7tuOYTLKYZrP7zGbV+wNcXNKYNatgN6tcl8J1qbWKPLqtIhZ7rVjut2N50Iqlsl9Jj9tFLDWLWFnqxOHlfhxYn8bqwsFYGizM7gCfwkQpvDcfEJ24pu7SnRKzdhaTooi814licRC9rZ0Yj/ZHPhxGd/1YjI8eLdujsbV6JDoPnYg4djyifFz1qW2eitg4NQulVF/c7LFw3cgFd8AlpArYNR4L16VAXb8b0StbvzcL1a0szdryYtXn+xeifWBfjA4uRmflimgUzaoSSDdVvSt35tL8I4WZq94F81wCZje6yKpQabPbjelTr4vWnT8d8YHvjO13vCPGH/qg8DzAedB43jdH47Wvic4L/2Z0+4PqZmvmCuyV08fJIq+CnpMYxPZof2xNi2jGYkzG6zEZ3VD2j5TTgM0Y5PdE0TxZ/kVq6eZ+w3J+MO+r2wPuBvDmy6ebm/AAl5BqbEy/zbt9aun4Zz7rq1bMA3XNanm0s1w+7sbJ8fXln/eika9GozhY9msxHC2Wzy2X4+ygfC6F6t34jyffM57xjHjPe94Tv//7vx9veMMb4q677trrTQK47KTf9+/6ru+K17/+9VUVUbiY3HH90+JgpxtvuPtDsTM5t/P4R3a24z9/5hNVW2y24tnL+6ug3dcMluK6/kKsd3rRNL8FamJjPIr7Tm3EPSePx8dOHIsPPfpIfOT40eqa7ifqqt4g/s0zvzmeOlg6j1sKcGEI2AF7bvcCt2k2jUbqYxayazUasZACeEuduKIxjf7mThxqtePkye3YyIfx4MJCPDLajJON43HiVB7DcapgN67Cdml5XE7oqlp2k9lJbTE74GJRjXpZRGN+AC5VrWvmedlmIbt2UcTCdDEWuq04vN2IQb8Vq6u96KZqdr1m9MrnFwatWO5NotPuRJEucm8I1cEXSxdwpuBHdT3I3LTXmy2U84PhvpXIHl2M5kPHYry8GNuLR2JyrB/TRzoxOdKO6WIzphubMT25UbZyebMV0+3tmKZqdjvDatn0ArhkFHlknXZk88p1Wbcb2SBVpeuVfdnK/avGvuVorJZj48pytTw9uBqxfzFay2vRWVyYzTPOCPPDpSqF8FP1xuF0dRb6eNFzo/j6p8Xk43dH8V/eGaM/u6v83d/Y680EuOQ0rr02Br/4r2P69bdEq9uOvJxvtJvtvd4sqFQ3hZi0Y5Iq100bMR71Yjg+EKPherTyB2McJ2Iy3YxTjaujN/105MWR8q9Ola+dt2p5O2ZBu51Zm+6G7kbz3kEC4FKR9uvPCNNlKUSXKtO1zui7VaAusnQ8tVO+ZF9sTq6NndFaNMrn8mwxdnbWomgOopE3o8j75WsXynXt2Q0BYQ+kY1a333571d71rndVle3+8A//UNV6gK9Su92Ol7zkJfG6170unvnMZ+715sBf67sPXRtPX1iOH//I++PTmyef0HscH+7EHz/0+artSnOMxaIZvbyIotEIZ8mAy82k3GcaTifxaDkGbo3P783Gbzt4ON7wtGfHoBBZAS4NRivgolGF7OYnoNOOaNHIYqGbR74/i3Y3YnunbPunka5p396ZxnXDrdjeHsXOsBmfyReqOySkcN14msJ102rSV1XHmx8vF7ADLha7Abvdi9PzeRW7FLTLs0YcHm5EuzUu26hsrWg1p9ErFqMc6mIp70arlUdnENEt8ihSFRrhOjhr6XtSnUwvvzcpfDdsDyJbHsa4NY0sL2Ky3I/J6mJMTu6PcQrWVYG6rZiULQXrpsNh2UYxHZX9znCv/3cAzlqWqno2m5GV84dUwa5RtqzTiazdjka3XQXu8sEgGqktDGJatnE5JhbdXrlz5vARl5c8fQ+6nZik4Gn6LnSXIls8GI21a6L1Dc+J7NGjUbzrfbHzJ++N8fv/zIV4AF9GtrY/prfeFu0f+4loHroi8k67CvM3UiXxIv/KbwBPkhT2yBvNKigyHreiaC7ENB9GI98uHx8o58lr0cn/PEbjQ7HduDJ6xT0R0+OzNpn32eYZYbtG+bhs051ZAbt47FxE1njid3MGuJCmk1nwLcvmFesaxTxMV/5+Z50zAnWpXyzXL876sm1PbojRpBwru4MYjr8hxo2HotVsR5GXf1uOr1n5Pnle/v5nTecquCjcdtttVfvkJz8Zb3/72+O3f/u34+67797rzQK4ZKTf81tuuSW+93u/N77/+78/9u/fv9ebBGflaQvL8Tu3fGv89N0fjHd+4TPn5T3TOYIUOkkNgLPTyfN4zY3PjO87fP1ebwrAOXGFFHBRyeb3eGlk0yhSFadpM/J8Vs1pNBpHlDuqw9Go2nEdj8exUT43Hk/ixvI1k92KdVWoblKdzHYRHHAx2z3J3JhXg2nMW5RjWxr7eo2sqq7RLJrRbOXRznsx6Rbl46LK1DXLfxV5/rj3Ar6y0yG78vtTtJoxGqzEtNmLU51ynrG9E+OdWT/a3o5JmmuMhjEejqrlSTn/qOYc5fxjcp7v2gRwIWVVsDgv+1l1z0Y+u+i90Sz3uZppuYii3Ypmu131VWu1YtpqVfORzP04uYwU6fPfKOfZ5ed/2ptGK/2ul7/vWdlPJ4dje2Mz4qprovOdfzuyz94fkz94d5z6wF0x+txnY3LyeEzTcYm9/p8AeJJVM4EU1l9Ziuwp10Z22wti8rKXR391vXy6HXm7G435cYzZjYVUveXikqrcp2NsRTo1WqRM3LT83Z+cnueOy8/reOv50Yx7ytcuRTlJLl/0SMS0bHGk7NtlO1Eupzvgz8OjaUKQVWclIsyXgUvKvILd6cp1KVCXKtANqip0VWuslv2+spV9Y1/krXIfqblWDn03RLtT/vZPl6p3Sjc4rY41pPfM4vQ8AC4W119/ffzUT/1U1VLA7g/+4A/iPe95T7zvfe+Lhx9+eK83D+CicvXVV8cLXvCCuPXWW+Pbv/3bY319fa83CZ6Qfl7Em57+jfF316+Jf3H3B59wNTsAnphvO3BlvO6pz4r1TnevNwXgnAnYAReldLK7lTejWe7wVlXoet3qQva0nM37ZDw/PzPNy4XJ7K6wXypUN00ncr5c2M5669P6i2U7rK/F+i8+vZxOQD92m+sssvmNrvPdP0nVNVIAL72ubFUBrnTi2gVr8ISk70268DNSdYVmUVVvysfjaKZquJNxFeTfDfRPU2XcyWQe5p9Wj3cr4365MP/pIJ/11p+n9RfjNll/6ayv5hDVBcCz/a0UuNudW6S+SAH+dEFcquxRjo+pb1ava1TBPNcLc7k5cx6dwnanvz/T2cWhw0YzJuXzWd6I0ff8nZi+6LmRbW5GHDsW4+PHY3rkaMT998e0fBynTsV4c6P83hQxHY+qG2Z8sfH2TuTt1l+7PdZbb731e7a+3OfJ00nuVG2uaMwq3raas32lbi+my0vRuPEpkafqdEtLVZseWIrW4kq5vBqdXr8cR4uqYo3jE1zsqt//eQAk1W6aNmaVnGJazounk+p7MB7vi0nksTkcxnjSjcl4ULal2BqW34F4pJwqbMZkshHTyWa5vFU+X8RkuhPt/Gi53Dn932oXG4/7b2+P+n/lOeutt976J3N96k/Lyv3+rF2Oi7PKc53mpNwP6pX7NP2qZVn5+54vRyNfKYfItXJ5qRwiryiXl6qb/hVpPE1jaPrpn7oBIJeOm266qWqvfvWrq+MA9913X3z0ox+NT3ziE3HvvffGAw88EEeOHImtra3Y3t52M1/gspOO+7darej3+7G6uloF6K699tp46lOfGjfffHOsra3t9SbCefW8fQfi9577bfEr9/5F/Mqn/yI2RsO93iSAy9p1/YX4yac+M/7G6hV7vSkAT5iAHXDROvNkd2X3grd0M8V5GKoZTtoAl68qVDzv48yxbnc5C9Vk4KuwGyhJDYAvbTorDX46nAeXq9Mh1RQ8TVUem40YDfZFnjUiFjuRry1GbG7G5NRGNE6V/c5OjIc7MUkVb4fbMR2NYzQeVdXtJmX7Ur7SqXvrrbfe+r1Y3yj3hyap6lzRjCyF7FvtcgxsRaNd9qmSbacbebdXtWYK05X9uLccrV43mp1OFKnKlzkCl6h0XK26gU42nR1ja0zKxW75m96I8WQSo9FK2TbKx6eqfjwpf/cnO1WbLQ/L+UP52z8ZxcZOulHPYyH7jS/xxftSz1lvvfXW78X6LMurlm4SkmVFbE2akTfK3/5Ga9bn7SgmvSimZcv75fjYjZiulMudmKaxMnvs/K3ztFyq0mc3VWpKDQC4fKWbSf7gdTfF9111Q7zjM5+Id9z3iTg+3NnrzQK4rNw4WIp/XI61Lz542OkC4JLnSlLgknLmBW+7jwEuV1885p1WPSdcBwBceNV8pFqazUnsg3E52/18Z0URWWca7UYWo1TJaTgs22jeD6NRLkeqcpsq1ZV9Vraq0u28xXiyx/8nAGcvhYpTBZpsXsm2CtmVLS9mfaNZRF6OhXnZV9XtytaeP9fYrf4Fl7Dd42spaNfIipikYEkVvDsQeTaMyMs2LucAxTDyafrNL1sVqkuBukm5POvTMbzUA1wKslSxPptVtG9UYbs0D8ircTD1qcp3o9GsgvR5o1ktN1KovtGqXlO9h/MTAABcQhaLZtxx/dPildfcGL/zuXvjv37uU/HJjeN7vVkAl6xGlsW3rB6Mlx6+Pl64f91RAuCyIWAHXHJc0AnUyZlj3nQerKuet1sKADxJdkN29sWoixQYabVaMUkBkl4nJvOL5ifzio6T+QX01YX06Q+qfjor9jid7vXmA5yzrArRz481ZLMjDrPnGrPlFL6bB+0bsXsxfubYBJeV9LnOU6i0kX772zHNd3//H5sHzH7np/Mw3ez3PzEHAC5Fu7//1XJk88fVL//p3/3Zb/7st//M+YDjAwAAXKr6eRGvuPopVfvo8aPx+w98Nv7woc/HZzZP7vWmAVz08iyLZy2txq0HDsV3HDwcV7S7e71JAOedgB0AwCXCSWsAYK+Yh1An2RkhEgC+tOk8dFwxT+AykUIkKTeapwf5Xm8NAAAAcCE9Y3Glaq+98ea479RGvP/oQ/Hnxx6Oj504FvdunIidiUr1QL0tNlvx1MFiNVZ+w/L+uGVlLRaK5l5vFsAFJWAHAAAAAADAWdutcHvmYwAAAAC4FF3V7Vftuw9dWz0eT6fxwPap+NzWZjyyvRXHhjuxNRlXz09UsQcuM6lifbPRiEFexEqrHWutThwux8TlZmuvNw3gSSdgBwAAAAAAwDmpQnbTqXAdAAAAAJeVPMviUKdXNQAA6kPADgAAAAAAgHMmXAcAAAAAAABcDgTsAAAAAAAAAAAAAAAAAKglATsAAAAAAAAAAAAAAAAAaknADgAAAAAAAAAAAAAAAIBaErADAAAAAAAAAAAAAAAAoJYE7AAAAAAAAAAAAAAAAACoJQE7AAAAAAAAAAAAAAAAAGpJwA4AAAAAAAAAAAAAAACAWhKwAwAAAAAAAAAAAAAAAKCWBOwAAAAAAAAAAAAAAAAAqCUBOwAAAAAAAAAAAAAAAABqScAOAAAAAAAAAAAAAAAAgFoSsAMAAAAAAAAAAAAAAACglgTsAAAAAAAAAAAAAAAAAKglATsAAAAAAAAAAAAAAAAAaknADgAAAAAAAAAAAAAAAIBaErADAAAAAAAAAAAAAAAAoJYE7AAAAAAAAAAAAAAAAACoJQE7AAAAAAAAAAAAAAAAAGpJwA4AAAAAAAAAAAAAAACAWhKwAwAAAAAAAAAAAAAAAKCWBOwAAAAAAAAAAAAAAAAAqCUBOwAAAAAAAAAAAAAAAABqScAOAAAAAAAAAAAAAAAAgFoSsAMAAAAAAAAAAAAAAACglgTsAAAAAAAAAAAAAAAAAKglATsAAAAAAAAAAAAAAAAAaknADgAAAAAAAAAAAAAAAIBaErADAAAAAAAAAAAAAAAAoJYE7AAAAAAAAAAAAAAAAACoJQE7AAAAAAAAAAAAAAAAAGpJwA4AAAAAAAAAAAAAAACAWhKwAwAAAAAAAAAAAAAAAKCWBOwAAAAAAAAAA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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 336
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: possui_variacao [APP/View/Produtos/visualizar.ctp, line 337]Code Context                echo $this->Form->hidden('largura', array('name' => 'largura', 'id' => 'largura', 'value' => $produto['largura']));

                echo $this->Form->hidden('profundidade', array('name' => 'profundidade', 'id' => 'profundidade', 'value' => $produto['comprimento']));

                echo $this->Form->hidden('possui_variacao', array('name' => 'possui_variacao', 'value' => $produto['possui_variacao']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 337
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: movimenta_estoque [APP/View/Produtos/visualizar.ctp, line 338]Code Context                echo $this->Form->hidden('profundidade', array('name' => 'profundidade', 'id' => 'profundidade', 'value' => $produto['comprimento']));

                echo $this->Form->hidden('possui_variacao', array('name' => 'possui_variacao', 'value' => $produto['possui_variacao']));

                echo $this->Form->hidden('movimenta_estoque', array('name' => 'movimenta_estoque', 'value' => $produto['movimenta_estoque']));
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 338
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: nome [APP/View/Produtos/visualizar.ctp, line 355]Code Context                        <div class="d-flex">

                            <div class="mr-auto">

                                <h6 class="titulo"><?= $produto['nome'] ?></h6>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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7NTPWbSaXWtQoJ1UqVubKXIiTCET0RzxdiQXfl85+i+7ljnQfJ9sVgM8d64eozF48ik0shnc7BMKzgvGzknC/5EgrFDrCGurnvoI+dhXACIak0F7S1bhesGrQi6i8CBvIGDWRsHMkUkbRemG4wXgq0k1xtGKtKJI+tAH0nF7FjIlojmiNFFd0a/MKY4V7kMp4cj6tqXP5b9YrqGhO6gwdCwo8fCykYD61siKLU2wpNQvhFBi+FBito1uB7i0ar8Z9FC8+JDwM1XAoXU9L93/XnAxe8DXvnW4CBtn/22ERHNZS0rgHP/KNzefjOw50Hg0e8BT90G2KWpv46MKX72SSA3ALz1ywwwU1X19fXhr//6r3HrrbfWuilERPOeLNp3y7/fgp/c/hN86lOfwoc+9CF1b4CIaK5hz0VENeV7PizLRbFkIl8oYHDAxMBQRm19AxkMJrPI5UvBCW+LCtbl8jkUB/KqOp18n2wSpnOcsNKT44TBOllJXsJ1nAhPRHON9F3Sp5Wr2Em/JiFiw9BUJToJ18ViBmK9WSSWNaGxIYpDXTGsWD6ApsZ48HEzli3xsHxpa/AILGr3sGSpF97sVivEcvhH85eqXGeHFRfUZE19pDpT8IGhOarqgh+LQ1OzQvQZTX7nxHkiqkeGHq45Xw7MjReoG89oOM91oCUaELHMoFN14GsRRDQ3nAwvATsJLwfjFF3njGGae2R8YEoVOlncRx6DbXBwCMlkEl1dnejv7cVA/wCGBgeRSg2jUCioyk1OsPkjoX0iIjqSqiLuOCPnXT6ymQwGYzH1nGmWkCvIwmgW8vk8isUimpqa1CJAEsaTindyjkZUDfJ73HZstVnBeNYKjttk1kayBLxoueg3E+gpeMHmYqDoIW15yLueqt4kITtbKtVxLEBEC8R45z7j9oB+GLbT1EImUvXOQ8rU0BBxYUg1XM9AwfGRipvYZBkoWg7aGkuISvA+agSPUUR5v4Jm6rk7gW9cA9jF6X3fyy4NKymdemll2kVENN/IfddTfjfc3vx54JdfAh78RnDClJ/6a9z/VSA7ALz7FkDnGIAq79vf/jY++tGPIpU6jhA+EREdt1wuh4985CO45ZZb8L3vfQ+veMUrat0kIqJp4dkKEdWUqmDnOCiZJgYGTHQlPRzq9dCxx8LBDhMHXhhGPi+T3waDzVGVmyRA54/crBnvMXzdkdfnTW8imkNUNY3g0XNl1g6g2RipsGWr58OPw0ddDz7en0Q8HkEiIVsUDQ1FLF/u4MTT4li/1kJ+kwtLk9XoTUQjRvB8vLb/gUQV5nphhQQJ18mEzYihj4wRpPqSMRK8k38Tuvo3NF0M1RFRPRvbRx3PZHUJ5wU9KBIyHolGEItF4Qf9qqbFRybNQ1XxkpDdVKt4EdULNc4OxggS8shkM8hms0gNpzA4OIiOjkMYHBhAT1cX0qm0ek42CeFJ1Tr5Pjnmp3N9gdciiGguOd4+q9y3qj4SYdguk8mEgeZgzJDJpFEoFlWfesIJ61XArq2tDYva29EaPMrKteXFAHiuRZUmx6VUVswEx2bJtJEquBgqanjBctGbN9Fr6RiyfQybHpLB1/LB8WzJgn5SjM73xw+WEBFR0EeGAWS5g+EHv9azwbggYgZf03wUZGxgakjFCsg0xXCaGUG+aKGlAWhqSKAl7iPSYHAcQMdvz2+Ab7x1elWUVr0ceMfNYUCEiIiOT9tq4OovAZd/HPivj4dV7aZ6beHJ/wRiwWDg2m/hyBq5RLNHrk+9733vw49//ONaN4WIaEHbtm0bXv3qV+Of/umfcMMNN9S6OUREU8aAHRFVleeHqxo7bliBrmSZGE5n0NWZR0fSR99gHr0H0ujqyaJn7yCGhmR1Y+eIinUeJ6oR0Tw2dmKbH35hwv1t2wv7UxVCjqib0fHFWRUekip4RdOBnQ9ew2iGZTtobbIQjRlqldiIEW5Ec5EK6bvuyIROB65Mmi+U1ARNI6qrcJ0+EjA5esLoVCs6EREtNNI/Sr86GtDTD1f7LE+it21bbdLvRoL9DN1Q/a18rPGGONWh0XGAG4wVLFMFPfp6+9DZ2YH+vj70BltPZxd6e3pU+MMyTXWMS6U713FGwyNEU+F4U6vwGTnGeLT8/cd6vhLGtnmydh2tmu2k+jRawU4C+MHx4KfTqnKdTGSKxWLBYzasXlcoYMXKlVi7dh28oD82IhE0xxNANCrpOtVXc3I9VUq48I4PK/jdXiia6Etb2O3H0ZM30Z0z0WO1ortoI+v4qtJSUT2GATtPDzZt6nNFiYgWGukeHc1X12pdNxwbur6r+tFkycNQTEO6oRE5OxgTNMVwhh2BacsCaRYaZCyZSKjX4DiApq3zWeDmq6YerosGY88//N/A7/8VYEQr2jQiogWjeRnwp98BLroeuPXPge7tU/u+h4PvaVkOvOlzlW0fLUjPPPMMrrnmGuzZs2dGr9Pe3o7NmzfjrLPOwsknn4wTTzwRy5cvR2trK+LxOMevRDTvqCIppRKSySR6e3uxf/9+7Ny5E1u2bMHWrVvVvdPjIYvx/eVf/iV+85vf4Dvf+Y7qR4mI6h1nVBNRVbmOi1KxhGyw5WUF43wehw7mMTCYwYFDQN9AHkPJAoaGi0ilSqPhOsfxVFCE97GJiI4kfaPrymT38PNs1kT//qSa+CNVP9PB5856D9lcCcuXWli9poimxga0JOJobGyEkeAKsTT3qCkbEvRwXDVBTi70jL2Y43ja6CTNozFcR0Q0sXLIrmxsX+p62mjQzskV1MR5qT4TjUZhaEH/qoMhO6oro1Xug2PWl3FzMovcQBc6OrpxcP9+Farr7elVN4rk43KQ7ujxMSvS0WTkmLGnEcSUwNrYcJp21Nj16OdraaLQYD21k2pDjtuxIWQ5P8vlcqOf54OPJVyXz2RRyOdVcFnGDsuMBrgtrUHfHIcfHP88T6NKUX2rbK6njs9kzsVgScd+N47Ooo7uUgydOTt4dFGSQJ2Mdf2wIpP0yr435nWIiOglwiqfGoIuNPj/oK91gt//wdDAsAA9+B3fEtWRtT0UmptR0CIwNQPn+gU0xUvBc0Z5lUGG7Gh6Up3AVy8Hiump7b/8ZODPbwPWnlPZdhERLVQbLwL+9rfAjz4EPPztqX3P3Z8HFq0DLnl/ZdtGC8o999yDq6++Wi32dDzOOeccvOUtb8EVV1yBc889l9eriIhGFAoF/PrXv8add96JO+64Q91Xna7bb79dhZ/vvvturFq1qgKtJCKaPQzYEVHVlCdiykoH2eEkDvVaGBzKoG8gjX0HdHT3ZtHbn0O2JxOc7FpqK5Xs0XCd6/ImNhHR0cLJbBI2CvvK8sRMCdcNr2pVgeVMtgUbT+pXq3QXihaWLnGwbmU4qS0hK8RypXiaQ9R0CzXLbeykeR+6msLhw4jEEYuGlZd40ZuI6PiM13/KuZz0r54fg2cWw353JHQxOuFY+mbNZ8iO6oIXjI+tkqkq0alA/lAGnf37MdDThZ6eMFCXHEqqinZStY4T52km5PiRoNnxVrArH3/l16hmaG2ynznRfxfDdTQZWQhFJjUNDw9DC46XWDyOpQkfHV5RPd+2Ygn8xrgK7ccScUQN3rKi2SH9qizGU95kpeT+fBH9xQi2mg46LAe9RQ8DpouU4yFne7A9jgWIiI7H6DXakc/ldq498hW57TBsa4gF/a0syiPXcdcaJUSloq1uwIhkYBiGulcRiUU5FqDJeQ7wrbcDmSlO6DznTcC7bwESrJJARFRR0Qbg2m8Bm14TVrNzzMm/57b/DzjxfGD9eZVvH817t956K66//vppV1iS+TLXXXcdPvCBD+DMM8+sUOuIiOY2WcD/DW94g9q+9rWv4ec//zm++tWv4oEHHpjW6zz77LO46KKLVCD6lFNOqVBriYhmjlcoiajiDk+2lDsqDorFIjr7bPT0DWP38yV0dRXQ1Z0OHjPo6cmqSkzh5qtw3dgbM5zwRkR0JOkVnaDP1Fwp167BltVgCxaGh4swgj61pSWOzNo2ZPpasWZ1BOs2NQR9aQbtTQ7a4w1As1palivE0pxQDtdJdEP+5xg6In4Euh5BJKKrkKlhaMEWURMziIho9kjoLh6PIRL0vVpTQvW5cr4m2Qrpj2NqHKFBk9XrGbKjOiABUNO0kMlmVIhOKtf1d3dix6F+9HR3q8p16uu5nJp0z+sNNBtmI3BWi9DaZD+TQTo6XjKpSSrXyTjCdmwY0YgK2qnFgYI/rYaD1pYWtLa2Bs8ZnFRPs0aC9kXLRq5URMkMHotFHBooobdooMN00OkmMGx6yNieqlzHUQARUWW4no+C4yNlemFBUcvHkw0uLtAM+AMFdR7WmIgjEY+iGR6iDRwL0CR+9kngxYentu8lfwG8/V8AjfcKiIiq5lXvAhavA77+ZqCUmXhfCeF9823AJ58GGtqr0z6al/71X/8VH/zgB6d1jb+pqQnvf//78Vd/9VespERENA2yQM6VV16ptsceeww33ngj7rrrril///79+/Ga17xGhfPOOOOMCraUiOj48QolEVWUTGhzXVetEqtJuC6TxdDQEPoGCipc19GRRm9fFv39eQwO5pFKF2vdZCKiOeWI1WGlmp2nsszAyKJwtu0iFjOg69rI/kBzcwOMiIFEPK1WhfWDTa0QG2EoieqbjCn8kRXlHU2D7srETB9GIoa4wSAHEVGlyThh7FjBj8giKhaMoD82dUcFMDQJ/uua2o8hO6oluR5RKBaQyWTQ39ePzs4edHf3qcp1nYc60BM8SuU6qW4nAbuxGLajsqlUpGP4bHz8uyNRrmDneq5adM2TcQLCfnaVqeMEPxYMJWzowbgh3tRQ6+bSPCLjgKJlBmMBE31pC0Omgb6igScsFx1mG7pMB3nbR9ENA3YsXkdEVBlO0L9KXyv3K8ygvy1FPOhaS/BMFhf4Bry0jsUlE8vafESC8UBjwudCgHRsO34J/OIfp7bvGz4BXPXZyraHiIjGd+qlwF//Gvjn1wH5oYn3HdwXVrx774+r0jSaf2677TbccMMN07qmf/XVV+PLX/4y1q1bV8GWERHNf6961atw5513qrCcBJ137tw5pe8bGBjA5ZdfjkceeQTr16+vcCuJiKaPATsiqihXVootFtVWKBSQSWewc38BnT1JdHaW0N2TUVWWslmZ1ObWurlERPOOVAMtFm3V18qNaak207ayiFKpJfg8A8d11epcDQ0NqqS7PBLVI1l9XioeeFLdFlEVGvV9B5qhBeONWreOiGhhisKDI5VwPVlQJQLLc6HBDvpmHfFg3GHoDO5T7cjYoVQqBePgYXR0HMKh/QdUqK6vtxfdqoJdzxE33Rmqo6NNJSBW3m+8oNhkE4OPPuaO3r8ax+R4bZysXZPtL2b6d0fzhyy6JptcGxaWFQaaLdOCXTKDMURwDBgRNDU3od11atlUmmdUJVvLxlDWwQtuFB12Ap1eHJ0lBx0FB11FV4U+3JHFqjgKICKqDLluKxXsTNdF1taQiYRL8Xh+C7xIBGuLBZzry+J/DhIxR1W45WI9NC6nBPzg/eEqkpP5vRsYriMiqrV15wI3/A/wz78PWIWJ933qNmDznwJnvrE6baN547777sO1116rrgFMxerVq/Hd734Xl112WYVbRkS0sFx66aV49tlncdNNN+HTn/60uicwma6uLhWye/jhh7FkyZIqtJKIaOoYsCOiinIcGzmZ0JbJobsrj76BDLp6h7Fjq4nOrjR6erLI5y0UCjYDdkREFSCBOuljhVSzM00HmtaGl7/iIBJdi9Xq8UsWA6tWAVokyoAd1S3P92HZtpqVoesedCOmKiS5wWMMMobgqQ0RUbW5mhH0w3rQA1vwfReuZ6vwPjwN0WgUjNdRNUnIx/HcYHzrBsehg3w2j6HBIQwNDalQnYTrhoYGkcmkVfBuqjfdaeGS4NdUg2JENL6jA5gSrMvlcoglk8F5nY5oIo54PNiCR1n0xzAiMIKvR9SjofYhmir53S4L/knIPl+ykMq7SFo6uvMWOqwoek0PA46HlOMjF2wM1xMRVZ46Twu623BqnXysIRnREYt6MMzg/E1rDMbdRcTNGJoKLlqbLEQNHVowBjA0nWMBOuzuLwADeyff75VvBd721cq3h4iIJrfhVcD7bgO+flVwwjbJfLAf/y/gZZcCUc5VoKnZtWsX/uiP/giWZU1p/9e97nW49dZbsXz58gq3jIhoYYrFYvi7v/s7XHLJJXj729+uFjudjFS8e/Ob36wq4EUinPNFRPWDPRIRVZTreSiUTPR0F9DdN4zdz5dU5bqOznTwmEZ/fw6O441uREQ0u1zXUxXsJMScy1lqC7UhvbqI7LoYTn65j+ZWDY0NCXXDe7IKBUS1IMemVLDzbQ+JRAKxWFR9LaoOV060ICKqhQik8pAGX4uo8YNt2+pmpoTrZGIzUTWpare2BbNoqgBdKpVCMplEx6FD6O/vR39fHzKZTDAezsOe4k13IlZXOz78e6NjkSB+sVBA2jBUGEoqkzcE53eLFi9BU2OTuomuzvca4kjE4pxUT1Mmx5Pl2jAtB7bjYCjnIVnS8LzlottsQlfBwbDpIWt5MF0G64iIasULuuCS6yFtaQiGAarCXcI1sSNqoLFkIJGx0BwHYtEIYrFg06K8X0HAwIvAL26afL/VpwPX/TugcQxJVG2y6FVE53JrNA6pSnflp4GffmLi/SREfc8XgD/8VHXaRXNasVjE2972NmSz2Snt/9GPfhRf+MIXeJ2JiKgKLr74YmzduhVXXnklnnjiiUn3f+ihh/DJT35S9dNERPWCATsimlUy0V02mdgmj4WCiWwuj8FkFvv2++joSKOnN6OCdclkAelMqdZNJiKa18KqXy5gh6vCSdAuHo8gGg0vHkpf3brUQkMihubGIqxWC7phQNc0deNa541IqqHyeEKOYwltyHLHMmnO949evZiTLIiIauFwXxxOnvB8Db7nw3EcOEG/LeMIjimoWtTE+pKFQqGAbCarAnXdXZ0Y6O9Hd0cnent6YJqm2qa6qi3Nb+NVp5vNYNh0KyPVopLSVH5mtdp1rGqBDOvND+XjSALO+XxeVRqVMLRobW9HU3MzotGIqmbX1NSEluDrEcNANBKtYatpLpHKdRKuy5dcFE0H3UULu2wPvXkL3flo8HnwnO2j4ATjBY/V64iIakW636LjQ9e8YPznq48bm1vQki9gd8xAs1S1C77eKFVuNA1RPcKAHQF3fjoYSE4ypyDWCLzvx+EjEVVVySnhH+//EpY2LcFbz3kLljUvq3WTqN5c/nFgz4PA9l9MvN8vvwz83l8CzUur0y6asz784Q/j2WefnXQ/GUd+8YtfxEc+8pEqtIqIiMqkWuj999+Pq6++Gvfcc8+k+990002q8t0VV1xRhdYREU2OATsimlUyEd6yLRXmsCwbyXQaHYdy6BsIHl/Mq3BdMllEPm/BHgl7EBFR9cjN6VLJRjpdUpPi5YZ205ImNDamsWSZgcaGBsRjsXCF2GCTyWy8gU21oKrQuA4811Wrz/uq2q0DwzCCY5IT4YiI6pGMGKQSjZCgk1Q0jxgR1XdHg0euDkqV5MFXwblcLoehoUEMDgygr7cXvd3d6OvrU5uE8MKwPscSC92xwlzy9XKga6LzIB5DUzfe3+PRf3/Hej/KzzFkN3+4wfmdBKElXJfRMuocT8J1DfEEmhvl2kQjdGMlorEo4o2JWjeX5hA/6Cvk2oGE67o8A31+M/pMGz2mge6ija68q4IcamMXTkRUMzLqK7nSF3vI20Da8tBsaGiNNaPNjGG/5WKpEcVq00Ms4sCPx2rdZKo1qWj05A8n3+8t/wisOr3y7SGil/jNiw/h/t0PwHZtPLT3YbzzvLfjtadcioZoQ62bRvVCFt979y3A358GFIaPvZ+ZA+7/CnDVZ6vXNppzfvazn+Gb3/zmpPvJNclvfOMbeO9731uFVhER0dFkIT3ps6+55hr1OJl3vetd2LlzJxYvXlyF1hERTYwBOyKaVTJJwjQdFEolFIOtuyuP/sEM9h3Q0NWdRk9PVoXrcjkJ2B178gwREVVGGLBzkEqV4Die6rOblzVj6dIImhrjiGq54GQ1joZEAlrwJxKJqEeialOV64JxhWM5aqKcfB6LRiHz4AyDE2yJiOqR9M+RWEPQf49UB3N9uJ4TfOCrkB17b6ok1wqrIWUyGQwMDKCnuweDA4PBuDelQnesWkdTwSBXbcjf+0QhO5o/5LxOneuNvN+lYhGZdBpDQ0MqaJdobEAkOO+TUH5zUzPA+Zg0RVLBrmj5yNoa+k0LPYU4+koeBoKvDdkeUiYX+yMiqgcyDrB9wPbCtHPB0TBk+hgItraij5ZYPPiqibZ4BE2uBy/Y36htk6nW7vkCoK4tTWD9ecAlf1Gd9hDREQbzQ/jBUz+E5YTX3Q4kD6pqdr/cdT+uu+BPcc7as3mfmUItK4A33Qj85wcm3u9X/wK8/q+BhvbqtIvmlHw+jw996ENT2vdzn/scw3VERDUWi8Xwox/9CJdddhkefPDBCfeVe7sf//jHpxSiJiKqNAbsiGhWuZ4L07KQLxYx0F9Cx5CPg4c09PRl0dWVUQE7x3FVuI4V7IiIqk9uSBeLtgrXFQo2slkTrata0dK8BJFmHY1tUtWjhKVLgWgkggY/Dt73oFqQY1VVrpOKFRL01A31saw2F4tFa908IiIaRzweC/ppG74v1Ub1oN92VBU7x3URkYn0OqfFUWXIJE1Z8KdYLCKdSqO3pwfdXV2qkl02k4VtM1xHR2KQrv7wPVmYpIKdVLQbTibVOCKWiKNRKtk1NMJabKn+faJqkkRlnqcF404bqbyLTiuBQzkH/UUXGcuD5bJkHRFRvZIeuuj4GDY99OYdRGVI6JpY6nlob4iycvRCl+0HHv+PifeRqkjv/HrwyGtORNXmB3/+a9sd2Du494ivSyW7Jw/+Ftt7X8AVp12Gt7/ibVjdtrpGraS6cvGfA498Fzj41LH3KaaBh74FvP6j1WsXzRmf+cxncOjQoUn3u+GGG1RIg4iIai+RSKgKdhdddBFeeOGFCff9zne+g+uvvx6bN2+uUuuIiMbHgB0RzSoJzhVNE4P9JXQlPfQN5dE3kEP/YB4DA3kkhwu1biIR0YImN6Qt21WbyOV0LN43hEXtCbR3ZNDeGkccOhqbg5PceBye7wWfcaIjVZ8cexiZBKfrESQSMfUxJ1cSEdUvCUTLVp4AVyxp8N0SdE+TQUiNW0fzVfl4k5CGBOykYl1fXx+6urowPJxELpuFZTJgtxCNVxFtOiEuTuadHbP59zjT95TqjwTxZfXx4eFh9bkRjWLx4iVYsmQxbNtWX2PIjiYik3qlIob0DiXEkSoMo9OK4FDWxYDpIm15MBmwIyKqa6Wgn04F/XUULqSwXcxowJnNLtzg97/08j7CfpwVkBYgCdc5k5zPn/MmYP351WkPER1hR99O/HTbf4f388aRN/O4/Zn/wqP7H8c7Xvk2vO7U16E10VLlVlJdkVD0VZ8BvnbFxPs9/O2wih1/99MYu3fvxj//8z9Pup+EMr785S9XoUVERDRV7e3tuO2223DBBReoBfeOxfM8fPCDH8RTTz3FewJEVFMM2BHRrPIcG/lCEYPJLA71uOjszQYfF5DNWaxYR0RUh2Suo1S0G06V0NufQzwWQdwzgpPWRjQmTPhyR5sLf1INSLU6mUjpOS786Pg354iIqD6NToQfmVzhjVSxYwFSmm2jwZ1gzGpYYRUkCdiFFew6g8+L6mvlkAYtHOMFscpfLweyJro5x3BddU3lvZjKe0pzjysV7PJ59T6bpqmqka5Zu06F7qJFS/Xv0DWG7Ghc5XCd9BLSQ7jBIZJavASd+/I4lHWQdT1Vwc702KcTEdWrsIKdh5Qp4wKg4PhoSgA504XlN6ievhytK/f7tIA8esvEz8v48A1/W522ENERHM/BLU/+B4YLw5Pu253uxpd+9RXcv/tX+NPzr8Ur1p2DmBGrQiupLp1+GbD+lcDBp4+9T99uYN/jwIZXVa9dVPc+97nPwbImDt4vWrQIP/zhDxGN8mYUEVG9Of3003HzzTfj3e9+94T7bdmyBf/zP/+DK6+8skotIyJ6KQbsiGhWlCe7yKS1fLGIgaEsul400d2VVgG7TPDoOJwcT0RUb6T/loBdsiOFWMxQgbuWlgiaGhNwS0vUhHhOZKNqGl2R2A+POXnwRibT8jgkIpobdF1Xfbeua6qqmGEY0EcmwXFCHM0WWR3bc71wnOC4sIslmMke+MkOpDMZpFNpWLYNyzTVcUhEc5uE6I4VsqO5SwJ10lejUFBhO5kA5Q/uhznYityiFWhdWQrefCMcSwTHgM4wJY2QMaValEcuIch1A81AyfGQDg6nPsdHTyE4tuAFX/NhgwE7IqJ6Zrm+CkRbQX+eDR5fvSGBjngj1gb9uizd6slNC1+uDfM+xYLSsx3ofn4jz5qgAAAgAElEQVTifV7+euCEV1anPUR0hIf2PYzHDzw55f1l7L618xm80LsDv3/qpSpot7Z9DXSN53gLT/C7/Ir/H/i3qyfe7akfM2BHo/bv348f/OAHk+73xS9+ESeeeGLlG0RERMfluuuuw+2334677rprwv1uvPFGBuyIqKYYsCOiGRtd1Tt4lICdmR7GYDKDQ10lHNrZj3S6hGzWZAU7IqI6VSw6GB4uwtsziHx/DsuWNmPxomaUzCZobjiBkSE7qoYwXDcSwIgYKAVbXAU0dB5/RERzTBiy8xGJJlA0PMSDPj3s5TWG7GhWSLDOVgE6C6ZloieVRD6bwf5hMxjfFoOvWSqsUV4wghaWoyuayViSx8HcN7b64ETvJ9/vuUMFpFwXTvCeyftWKpWwu7+I1euzGCwOoHVoKaSMTSKRQDQWRUxnlQMKhRWSPbjBP3U3OI4yRQcH3RiKjo2C48G0AceAep7RXCKi+ib9tBP015bmw3c0PNNv4YSmCAb1BJYUbfgxWbTHh6FriBpg4H6heOZnk+9z8V9Uvh1E9BJ5K49vPfZdWM7ElaTGYzom7tp+Nx7Z9xje/spr8Oaz3oSWeEsFWkl17eyrgLZVQLrn2PvI74FrvlK9NlFdu+mmmyZdRO/Vr341rr/++iq1iIiIjtfXvvY1PPDAA+pe7rE8+eSTuPfee/H617++ii0jIjqMATsimh2erBjrIVq0UCgUMJTM4dDOJLq6MrAsF6WSzQp2RER1SKYcSh8tTNNRoegNgy7WrFocfG6qiW5qOXBdY8iOKs8f+b/gOJOViRv8GPRo8HE0XuuWERHRcZD+W3cLaPBiql9XQepy3oFDCpoh13PVeFWuQeRyOZSGe3EoWUA+n0cunYZlWWosK9WRPFa9WvDGC1sxgFU/pvteTLY/39u5RfppIWMF6dct28KBZBHLM2kks4NIaIvV83qEk+npMDleLNuB5XoouTq6HAM5x8ZzgxaKxWCMoLkqeOdKWIPDACKiuqXC9sGveEcuFgQfuEH/XXB9FBwf/UUbrZEoVnoO4rqLeCQCw9DBEcECsf2eiZ9vCsaIZ76hOm0hoiP832d/goPJgzN6jVQxhX99+Ju4d+d9eM+rrsfvbrqYC7ItJHoEuODtwC+/fOx9hg4AvTuBlS+rWrOoPqVSKXz/+9+fcB+Zw3LzzTdzLgsR0RywYcMGfOxjH8OnPvWpCfeTIB4DdkRUKwzYEdGMOK4D13HVqvGyWsyQVcLBvgjyhZKqiCThOqlc57oSwKt1a4mIaDxSXcYJ+nLLCi849uyNY9NJRaTTaQznsmjyPUQiEUSjUfXIC5NUCV5wnMnESl9C+zJRwtWgaw4M3UBUk9lwnDpBRDTXJIL+2w7GDtK/624Mth48Sj8fDCUMXVd9PNHxktCchOgkUJccGkLXUBaZTAbZVBqlYgmWaarJmgzaLDzjna/wOJjbJjoHLb+3zpgg7dEVDKm+lSuNaq6rKthl0mnkslkcGswi0prGEi0KwzAQa+DCK3SYBO0t20aqpCEbiyJju9iRtJErOaqCnQUP0i14rGBHRFT3vJGhetBzqyvAhaKDbYNSkdzHsoSBiFlCa0MUGhzEYpzesiDYRWD/ExPvI9WPDFY3Jqq27kw3fvDb/5y1xaz2Du7DJ+/8e1x44gX4y9/5AE5actKsvC7NAa+4euKAndj9awbsCLfeeqtaZG8iV111Fc4555wqtYiIqPrG3uOS+yXSLw4PDyOZTKo52zKXb9GiRWhvb0dTU5Pap3yPtHx/ZbyPazX/78Mf/jC+8pWvqHmJx3LPPfego6MD69atq2LLiIhCvAJJRDMiN7KLphVsptr2dRWRyRWRLwSfF21VDcl1PbVxMhMRUf1RK8SqgJ3cCHHUx/m8jVxeAtMalqzOwwlOqBviCTRAU5PaGLCjSnA9T4X25ZjU1ZhBAnbBMaqq17m1bh4RER0HdfE+6Mejuq0qnsP24JQv2EeDcUWtG0hzmkzksS0LhXxBrWKbHBxCOjmMfCGvKiCVKyIREVH9Kl8vLj9KOLpYKCI9nEIqmcRQayt0XUcsFkNjQwPQWMvWUj2RBf2Klo/+komBgo6DWRfpvIucGXw9eM50eS+CiGiukKqk3phuW4LS2aBPT8V0vDhoo9jg4UTTRTwYEzSyLOnCcPApwLEm3ofV64hq4t8e+WYw5s7P6mvKApyP7X8cWzq24s1nXYV3XXAt2hvaZ/VnUB066QKgaQmQHzr2PnsfBS7+i+q1ierSD37wg0n3+cQnPlGFlhAR1Z4UQZFgnQTP9u3bpx5l0bp4PI41a9aoMNrq1avR2NiIRCKBeCyunjuiULA/JmwnH8Ov+jxACQJ+4AMfwOc///lj7iP3eX/0ox/hox/9aBVbRkQUYsCOiGZEAhmmrBhfLGKwv4R0poDe3hh6+1qDwduwqmAnYQ3ZeEubiKg+lQN25cdCwQr68UasWVVAf48Bxyxh8RLAMHTE/Sh0VhKjCihXsBNy8UaON0QSiPguNFY4IiKamzQdsaAfdyJRGJ4svoLR1Y31CPt2mhlZ8EeuR8gqjbLCoYTscrkczJKpniOihYVV6+YHuX5sqfB0HulUGsPJYSQaGtDevggOg9M0hizoZ9oO8qaNZHBsJE0POcdDyfWDcUCtW0dERDNhB/249OdZy8NQyUOjZmN58PWmqMHFXBeKQ1snfl4mf55ySXXaQkSjtnY9gwd2/6pir286Jn689f/iwb0P4T2br8frTn0toka0Yj+Pakwzgr784uDAuuPY+0z2+4DmvYMHD+KJJyauanvppZfivPPOq1KLiIhqo1yNLpPJ4Kc//SkefPBBPPfccygWi6qCncyxksp1q1atwsaNG3H66afjtNNOw8knn4wVK1aEIbsxr1UO2akt+COL3FU7ZCdV7L70pS+p+wHHcttttzFgR0Q1wYAdEc2ITGyQCW1DgyZ60z660hGkMyZyeSsYwDmwbJc3O4iI6pxaIVZW9nbLpeRtZLKmCku3LcvDiTShsdlEIh5jn06V44ehCznGotEoIpGIOlnRNJ6yEBHNVYaUItUjMGT8EDyqhVc8W02e91QAihMk6PhJOF9uuuTzeaSGh5FKDatARli9jjPr57uxN/qOPkfhOcv8w/d04fC9sG9X4elMGk3JJFpaW9QqvDJRgKhMxgGm7SI7ErAbLnkqiKECduwziIjmNMfzUXQ8ZIJ+PVly0aI7KOoa7Hh4L4MWgK7nJn5+2SageVl12kJEioTf/s+DN8P1KnvNTc7/u9M9+MJ9/4ifv3A3rt98Hc5ZczZ0jYvqzEsbXjVxwK5vF+BagBGrXpuorvz85z+f9Lrgn/3Zn1WpNUREtSP3xPbs2YOHH34Yd955p/pYFh8th+TCuX4FFcDr7u5Wzz/55JNYu3YtTjjhBBW627Bhg6pyl4gnVKBOVbWTzUfVw3Vi+fLluPLKK3H77bcfc5+nn34aPT09KjhIRFRNnK1KRDPjhAG7XK6EoZSLTG9BhetM01ET2jgBhohobpF+27Zd5GO+Ctkle3PByXUEw8HW1OCoCUxElSDhOqlgJ4+24yHKzAUR0bzjBOePbrAFZ4oworwkRTMjYwYJ0+ULeaSkgt1wCrl8LgzYMYQx7zgjE7hYpYzGU775W74OKZ+Pd02Sx1H9U+eDth1OBkhn0JBowOIli1XAjn07jSUTe63gmMiaDoYdL6xgZ/swXR8Ob0kQEc1pQbeOYtCZZ4J+XSrYteoOCoYW9PuaGivQAjCwd+Ln155VnXYQkSJVTe7acTd29u6q2s+0XRtPd2zBrv7d+P1TX4s/fsU1WL/ohKr9fKqSyfrz4DhA8lAYrKYF6Re/+MWEz0u1JglnEBHNZ3KvQ66PS8W6O+64Q4XOZJG6xsbG0cpzsskCdVLRbnh4GF1dXdi2bRsaGhpUqO6ss87ChRdeiIsuukh9Lv1nPXjHO94xYcBO/tvvvfdevOtd76piq4iIGLAjohmyPA8l00I2V0Syx0YqU0K+YKE4kFfVCYiIaO6RgF1hTwqZWALJZBFLFtvINy+GZdsMTlPF+P7hgJ2GwxNjiYho7isHHaRbV329TMtgaJ9myB0JYRQLRbUio2yFfAGWZXLS5Tzj8P2kKZro/IHH0dygFv0ZqWCXzWYQj8dVpVIJTzuuW+vmUR2Rxf0sqWBXKlew85G1RyrY8b4EEdGcZksFu6A/lwp2cc3FIj0474vqsB2d9ycWiqEDEz+/4pSqNIOIQn3Zftzy5PdV0K7acmYOP3vuv/Hkwd/iree8BVe8/DK0Jdqq3g6qkKn05/I7gQG7BUnGfVKpaSKXXXZZ3YREiIgqRe6FHjp0SAXmnn/+eRWqSyQSo/dCywE7+XosFkMkElGbkH06OjpUFbitW7diaGgIr33ta3H22WeHVexQ23lZl19+uQoBSjDwWB566CEG7Iio6hiwI6IZkYkNJctCNl9CctjCUGcamd6sqmDHgB0R0dzkOF5w8moj1ZNBc1MMyzMG2tuaYDtSwY59O1WGXCSX0IXmYySEwXAdEdF8Iv26XMSXc0iZjOEy6EAzpMYOwfhUVmksFgpqM80SbJtj1rnoWBXHBKuN0WyQ40hCdpGRFV0nmpw92fNUOfL3LmOFcoBagnayOq987jFgR2PIv1Nb7k04LnJ2WL1OwnV2sHGUSUQ0t0k/bgX9edEJ+ndNRz7iwrTdYIxgwPc4HlgQsv0TP794fXXaQURwg373h1t/jP7MJP8uK0jOE7vT3fiXh76OB/b8Ctee/yfYvP4CRI1ozdpEs2TRuuDkTg/e5AnO4mp47FFt7dq1SwVBJiLBDCKi+aZ8b0ItTq5p6j7oi3v34FDHQeTzORWiMwy5b6ap/0EtguDLBVPohgTtDByebuWrhcpKJRt9fb345X33oq29FevXn4DW1raRIJ6PkReqOgnXXXLJJbjnnnuOuc9jjz1WxRYREYUYsCOiGZGJ8KYVVrAb7MwhlS4FAzkrGNi5DNgREc1Rth0G7DKZEgY6hrGofRWWLTHVZGWfk+GpQrwxATtWnSEimp8Mw4DrSAU7j8EFmjGpgighDKlqJOG6MIRhwnFsjlnnoOn2CexDaKypHg/lsOZk+/P4qp0jwtPFIgr5vArYOcHXGM6nsWQM4LgeiraDvOMHm4dS8Gh5cn2h1q0jIqKZkEqkllSxC/r1HDzkbRe266l+3+eibPOfUwLM/MT7tCyrTluICDv6d+LO5++qdTMUCfs91/08/v7n/xu/u+li/Ml578TGpRtq3SyaCT0CNC4C8hOEqCZ6jua1Z599dtJ9fud3fqcKLSEiqj65Tl6+TyH3Qffs2Y2e7m51b1ROizVdG2ehQD8M1mk44j6phPFkc10HW7duwaZNG3HhBRcGj4nRSne1dPHFF08YsNu9e7e6RyBV+4iIqqX2vSMRzWkyAT6V9FEsWiqIkcuZwYDGgW0zYEdENFfJ6jWm6arAdDweQS54NK3ISMUZosooV7DTwWoRRETzlfTvnicBu+BxolVpiaZAwvnOSAijUCyqIIbcZHIkxMkQxpzjHOM9O7p6HSuL0fEa79iZ6nFH1VM+L7SC/twI3od8IY+SaYYV7Ni30xhh0N6DOVLBLm/7KAaf257PSrZERHOc649UsNN9GH4YsDMdT43deC6wAFjFyfdJtFS+HUSEgl3A9564BQWzUOumHKFkl3DPjnvx+IEncc25V+OPzn4T2hJttW4WHa+G1olDdFP5vUDz0vbt2yd8vq2tDaeeemqVWkNEVEW+BOSC82HdUPfTJVy2a+cu9PT2qECcbBKwm+h6uTx/NM8NX+vgwYPYtu1ZrF69Co2NDeo8W9NGKuLVwPnnnz/h83IveOfOnTjnnHOq1CIiIgbsiGiGZOVgCdOVTFsFMCSMISWF5Wu8yUFENDdJwM6yHBSLDnI56dttmEE/77gO+3aqmDB0IReAOGmaiGj+Cvt6Cdixr6eZkon1UuVIQhelkYCdhO0chjDmnGOFnMbSWKmCZkH5OJrsd5AckwzZ1Ya8N7K4jxX05fJ+xQrl8LTDvp2OICE623FRtF3kVcAOKMnXPJ+LQxERzXHSx0tFUt0JenTNR8Hxgj4/DFYzRL0AuNbk+0TilW8HEeGhfY/giQNP1roZx5QqpvDNR7+NX+35Dd736vfg/BPOQ5z9w9xjxCZ+fiq/F2he2r9//4TPn3HGGbxmTETzW9DFZdIZHDhwAB0dHchlc4hGo+opuY6u6/oRle4mfbmgz5TvkfupQ8khdc1dzdPyPeiyFHqNutQzzzxz0n327dvHgB0RVRUDdkQ0IzKxQUIYKmCXM1EoSAjDCQZgsopgrVtHRETHw3X9oG93VWDaMDQUikHfHvT1ErwDpylRhcgk+XLAjlVwiYjmJ9O0GLCjWSMTK2XRn3IVu3K4zmVVgzlHgkzjhewYcKJKO9axR7Xlua7qz+WGv1kqwQ76d6lq5/O9ojHCRXp82FLFzvWDDbARVj3iJQUiorlNfuM70sdrgA4flju2eh07+XlvKufznExPVHED+QH8x2+/D9dzq/Yzdak8j8kXxTnanoE9+Jv//lu8ZuNF+LPN12Pj0g3Ba/Ga0pwxWZ/O67wL1qFDhyZ8fuPGjVVqCRFRDYz8ekwmk9i1axf6+vrUQnSxWExdK5dr55ox/fMiwzDUaXU5XBduqFXxOmXFihVobm5GLpc75j4SMCQiqiYG7IhoRjxVwc5BqWSNVDmygsGcqwJ2nBxPRDQ3hRXsXBSLtjqRzhdkwnJcnaRzhViqFK9cwc5nBTsiovlKundPVpzXGLCjWTAydhgN2EmFIxmvSgiDx9ecwzAd1QpDdvVH+na5/oByeNpxeD2CXkKNK6XCUXMb7CHA1oLjxvNVuI6HChHR3Kb6eIQhO4laSHVS1cfzvjMRUdX817afYt/AxNWjZtvqxauxful6PL1vC0p2aVrfK5VXHnzxITx58Ld481lX4drz/gSLGtsr1FIiqobBwcEJn1+7dm2VWkJEVF2arkH3dRWik2Dd9u3PI53OhNfMgdGAnR/8mU4lT7l3Kt+bSCTQ3t4Ow4gE36+rhW1qvYaJ9Ok7d+485vOT/U4gIpptDNgR0YwYngtHghi2o4IYpZKjQhkSsCMiorlJblRLPy6BabmZXTId1c+7nHRIFTR2dSTTrt6KmEREVD1SEVdVG/FZYYxmTg4huRFUDtjZtj0ayuDxVf8k0DSdUB3fU5qpiY4hhuxqrzwRQE0MGLnRL4+yKq/0747rqAp28rXpTBqg+at8DUFuQ0jwQjb52NU8BuyIiOY46calP5cJhQgepVqp3LMYXVmfiIgqas/gi/jptv+u+s89YekJeMVJ5+LU1afg8d1PYGf3LnUdeTokmPfDp3+MB3b/Gu/e/C684bTLETWiFWoxEVXS8PDwhM8vXbq0Si0hIqo+Of+Ve5/d3d3YsWMHLNtSwTu1aPnI5XFfFqE5xm228nX28n0RVfEu2KQC3rJly3DSSSepoJ2cgZfPtWt52X2yPn2y3wlERLONATsimhHT11TgwrIcmGY5XOeO3uggIqK5pxyw0zRn5KTdVVXtwupi7NupcsoXbmIRVjAhIpqPYlEdBenrR/4QzYRMsBmtYGfbKoChvs6QTN0rB5mOFbI7OjzD60tUCWOPMznGGLKrD+Wb/tKXy3ukGwacoH93HVawoyPJWFKOCTc4LGxXAnZhRTsP4CiTiGiOG61gJ/18MB4YrWDn81oCEVGl2a6N7z7x70gVUlX9uRKC27Rio/q4Kd6ES8/4Pbx83cvx+O7H0ZXsnnb/35ftw033fRF3Pn8XPvCaP8e5a8+tRLOJqIJk0aWJNDY2VqklRERVJEMeLbzXmUql0NHRgQMHDqgF6XRdDxegg3bk/uPRoPYbXehc89X3t7a2Yu26tdiwYQPi8Xi4ax2sZzdZnz7Z7wQiotnGgB0RzZAP1/FUqC6sXucEAzpfBTF4i4OIaG4Kq4GEEwulT7dsF/bIZDbewKZKKV/YMW17dEKlPo2qJkREVN88L6wm4pcDdhxS0CzxwwOLIaw6V14tc6zpVLAjqoZyyC5qGBP2KeMdzzT7Rvv3WjeE6pKhG2HATqrWyXUsVSWZ4ToiovlA+nLp0+UDTe5D+yPhOvUEF0QgIqqkh/Y/gsf2PV71n7thxUloa2wb/VzOu1e1r8QfvPKN2NO7B1v2bsXwNEN/ck75fM92/NVPP4bfO/l38Z7N78aattWz3XQiqpDygnrHEo2yOiURzT/lCnWyuKgE6/bv34/BwcGgz4uMBuymQsJ1UvFOxlTlxUp1TcfatWG4bu2atTAMI3heHwnY1TZlJ5X1JiLV/IiIqokBOyKaEU+tGuip8EW5gt3opElONCEimpPUzWrHV+E6OZE+XJ3U42R4qqix4wdZd0lWJjb0OlguiYiIZkT6c+nNR1fJw8hMOSJaMMZeI2KwjupZZAo3qXnNk6j2HNdVj2EIYyRcJxsvIRARzXkjC/aHVw58jAlQB//PcwkioopJl9L4jye/D9OpboWQxlgjztvwynGfk8p2p605DScsWY9tB7fh+c7tMO3pta9kl3DPjl/giYO/xTte8Ta86awr0RRrmo2mE1EFTXb9TauHkktERJXgh4Gyffv2oaenR83Vkz6vvPDfdPq/sfvK97pSRKVYQi6XQ0tLS3CKXX5Nnf0qEdEYDNgR0YzIxMhyyM6RSnYuVw4kIprr/PIK8SMXLaVvD8N1nERIlTMauvDD0MVo0G7ksOPFHCKiuWls3z76ObggC80+HlP1TaqCTTVYx/eSqmEqx1n5HGTsvtM5lmnq+O+ejstI6EIFLzRfhevCMAaPJyKiuU7151p5sZ7DG1cAJCKqnP/efif2DLw46X6xSAyWMztVRCJ6BBeefD4WNy8+5j5SgaU50YTNp1yIjSs34un9W3Cg/wBcz53yz5FzhGR+CF9/+N9w3+77cf2F1+FVJ21WP5+IiIiobsj1Tc9HsVjEiy++iP7+flW5Tq2OP7ISzXj3LcYz9vlyOC+TyajX3frMVpx5xploa2tTleyIiOhIPFMkIiIiIqK6xOp1RETzQ9ifs08nWqgkkHS0qd4AJKqWqSzoUT6WGbIjqgflRXoA+ZdZ/k3D3ytERHOf6svL5wsIK5WGS74SEVGlHEwdwu1bfqIWXJ1IS0MLfudlF+HBHQ8jV8rN6GcauoFzTjpbVaibCl3TsaJtOV535mtxYOAgtuzbgv7MwLR+pud72Nm3C39/96dw0Umvxp+e/06cvPxkFeIjIiIiqjUJ00m1XgnC7dmzBwMDA4hEouFYxZ/6wuRqsVvPHx3b6UZ4P0MCe7/4xS/Q2dWJGz54A84662y0ty868ntHrq9yEXQiWsgYsCMiIiIioroRi0TVYzlcx4s2RERzW3lFPCIiorlOQnUM1xHVj3KN5LCqEcebRETzydh+nYXriIgqS0Jntzz5ffTnJg+rXbDxfGxcsRHxSBy/2fEQkrnkcf3MeDSOc086B+euP0cF7aYjakRx8spNWLt4DZ7reB7PH9qOvJmf1muU7BLu3/0Anu3ehivP+ANcdcYfYnnL8mm9BhEREdFsU1V3k0kVruvq6kIul0MkUh4rHXliPOlcKi3cR0J2ruOqR1mwIJ1OY+eOnbjjp3fAdV1cfPElwX4652YREY3BgB0REREREdUlXsAhIpofGLIjWtgYRqL5hMczERERERERzSdPd27Br/f8ZtL9VrWvxKmrT1Efr12yFm889wr8du/T2Ne/D5ZjTelnyaTu5W3Lcd6GV2L9shPU58erIdYQBv6Wb8CW/Vuxt28fbNee1msM5gbxvSduwYN7H8I7z3sHLt74GjRGG4+7TUREREQzJVXrtm/frqrNWZaFRCI+aZXho2mjVeHD+/OGYSAajaqMnoTqJMT3wAMPYNmyZdi0aROWLl2OeCw+GsojIlroGLAjohmJTXPwRkRERDQZ0/J40YaIaJ6Rfr2lpRHDg7VuCRHVA4Zuqd7wmCQiIiIiIqKFRgJp33z02yhaxQn3ixgRvOqUzUdUm2tvasdrz/g9vGz4VOzs3oXuZFfwOqWXhNzke2KRGBY1LcJpa16GDStOQiKamLX/hiUtS/DaMy/FppWb8NS+p9CfHlBV+aZKrge8OLAXN977edy3/kJcd8G1OG3Fy6ZdWY+IiIhopmRc0tfXh+eee05Vr5PPw+py3pQru8s9eRnHyPeqzfOxqH0R2tva0dvbC8dx1H4dHR149NFHsXLlSlxx+RuxbOkyaLqmvr+8eC7nbRHRQsWAHRHNiMVVm4mIiGiWxWMcXxARzUeW5dS6CURERMft6JvJDOURERERERHRXHbXjrvxQs+OSffbtGIj1ixe85Kv67qOdUvWqq1gFTCUTSJdSKuP5ZxZgnQtiRYsam5He2N7xSZpSyW8k5afiNWLV2FH5048c+BZ5Eq50aotU+G4Dh7Z9wie6XoGf3D6G/GOV/4xljcvq0h7iYiIiI4mVeoKhQK6urqwd+9eVWkuEomMBOWm/jqyv7yW67nhaxgRnHvuudi8eTMeefgR7N69Gz09Perr8rjl6a141eaLsHjxYkSN6OhrMGBHRAsZA3ZERERERERERERERERENCfoGqtJEBEtRL439YpEREQ0sXQpg28/+t1Jq701xhtx4aYLJn29xlgjGpc0qrBdrcQjcZxz4tmqSt7T+7ZgV89u2I49+TeOkTfz+PGW2/DrPb/BdRdeiytOuyJ43ViFWkxEREQUkjDc4OAgOjs70d3drQJuspiBP43KvGXyvfJ6ErSTynVnnHEGLr/sclXZTkJ88jNisRhSwyns2rUL/f39WLVqFaLRKIN1RERgwI6IiIiIiIiIiIiIiIiI5gjPd2vdBCIiqgFN12vdBCKieUEqu33vt7dgKD804X4yuVoCa62NrVVq2exobbhBXScAACAASURBVGjF755+CV62+mV4dM9j6BnumXYV+r5sH266759wz4578f6L/hxnrj5DVcojIiIiqgTHcXDgwAF0dHQgnU6rAJxhGMEYRsN0ToVl/BYG88KA3tp1a7FmzRqsXr0ar3nNa3Dg4AFs2bpF7Zcv5NHT0439+/dj3bp1aG1tVaE8eU5+NhHRQsWAHREREREREU3LeDciteNYOatS/HFucnKVrclN5QZzJd7n8d6vCdvA95KIqK6N7aenO3mJqJ7xeCYiIiIiIqL5YO/QXvxk639Nut/SlqU4a92ZVWjR7NOCP6sWrcSbz78Ke3pexGN7Hke2mJ326zzbtQ0fvP1DuOxlr8d7X/0erGxZUYHWEhER0UJnmib27NmDrq4udS8iEomo+23Hc19CfU/wPwnpbdq4CatWrlIfS4juhHUnYOmSpRgYHIBt2ernSuW8XC53+HtHHjkvg4gWKgbsiIiIiIiIaELq4lk5WOXakMtovm2rTzWzeHi/vPPS7y0UJn7xfOnYzzUljvmU1tj40q81hae4qn3xhsNfj0bh6lEYI9f/yoGuhXxBcPQ9de3DX7QPfzz2fR3lpirSFvUuGO3HfH7se6kE76diRI8I5y3k95OIqFYc73DwOsJqErTAjf33IPhvgoiIiIiIiOqN5Vr4l4f+FY770vs5Y0WNKC7YeD6ikWiVWlYZUnXu1NWn4MTlJ2LL/i149sA22GPvi0yB67n4+Qt345H9j+Idr/xjvOXsN6Mp1lShFhMREdGC4IdVhYVUjcvn8ypg19fXp6rHlSvIeeq+w/RCduXqdY2NjTj55JOxYsXK4HNDVahbsmQJFi1ahMGhQbWfvH4mk0axOM78ECKiBYoBOyIiIiIiIprQ2CDW2GCdBOrkUt5oiG4kLOfmc0d8v57OH/G5k05O6edG2ha/5Gte20tvWhpNzWHbCocDeVpjeHNYQnfSRh22CmapoB28aVdNm2/K7+nY91PF08YL0eX7X/q1UmbmjUi0jvlknJ/RtDxsW2GkTSMhvPLlY2mvZoQ39xf6+0lERERERERERERENJkH9z2M3x58atL91i9bjxOXr69Ci6ojHolh86YLceqqU/H4nsexv/8APN+b/BvHSBfT+MYj38J9u+7Heza/G6/ZcBEM3ahQi4mIiGg+K4fbNF1T4TapIrd3714kk0nE43EVkDtcRW7qATv5nnIFvPb2dmzatAkrViwPXkdez1OV7Jqam9TzskmQz7IsOI4zuqCxPHJxYyJayBiwIyIiIiIioimRMFa5spkK10mwLl8aDdSVg3QSdRoborNSw0e8jjN85OdtxWOdmh5CfnXLS74aaV90+OO2xfBHfm45fCeBO1/CfqoCXiM0FEeroBmerSqf0VFVCMcG68YG6sYE6bz8wBHfr5eOv6Kdl2gPfs5Rr9e07Mid5GePDeGNZCs1c5yqdkREVBNSoUuqdrFSFxERERERERFRfRsupvDdx783Ugnl2JriTThvwytU9bf5RCaKL25ehNef/TocGuzAUy8+hf7MwGj1mKmQUN6egRfxD3d/GhesPx/XX3gdXrbi1Aq2moiIiOajchBOxltDQ0PYtWsX+vv7VdgtGo2q50Q5aFf+fKxyCG7sc/KxvMaSpUtw4oknYs2aNWhpaVHhOgnqSZBOAn2u64YBv+A1YvG4+pnysfw8huuIaKFjwI6IZiQ2yYU3IiIioukyLY4v6lE5jKWCTcnsEeG6crBOQnXxwSLykbCSXTlI15o5sjpZf2929OPluSNvXfY3a+prQlu0HE29SQy1uaPPL2lYhvTI60YWLYKTGj4cuAt+vn7COvjdfSpsJ+uGhq80ErILPnJjDepEWFVw0xbwyqLuOOG6crBuJFRXDtSVg3RyK12Ccfrg7iNfK7Ln8MdDS4I3aejYP1eeb1sMPTfmmGhePvJzU2Hwboyjb9/7xgZoiZQK2UlFQvXfYUT5fs4RsRgvQxHNR0eH68a7yUc0Hx1987ocOCUiIiIiIiKqNxIM+8m2O3Bg8OCE+8m57svXnoalLUur1LLqi+gRbFh+Ela1r8QLnTuw7dA25Er5ab2G6Zh4eN8jeL5nO/7w9Dfiree+BUub5u/fGREREc0uf+SPGBgYwPbt25FKpVQATqrKHRmwO8aLjFPcTr7Ptm0sWrQIp5x6CpYuXYp4PAHPc1XwLpPJIJ1Oh68ffL9U0Gtpbkbi/7F3J8CNpOmZmF/cJ++bLNbNYh1d1V1V3T0906PRaEYzkrW6PNqVpZB2JEXY1obWcjgcsY4Nx0bYEXbYazvsXe+uV5ctK0bnaLRSWPYcK41mpnv6mO46uutiFauKZPEmQfAACIC44fz+RIJJEAQvkADI96lGg8xMZP6ZiQQTmfnm53YXpmeMh0E7IjqueGUTEe1LkncoJyIiogpzObl/cdDUwbBc/uLfTGpDJTOpTKeGkQCdoahKnbk6XTpfnc4I00m0Lr20jFa7Pk48X6+AJqYj8xt+tyw7N/zeZfp5Shu2z9+F1mU9eCfmsT5te3vr+s+t+ZDd2KgK3qlu+eCdVLkTRoW7rM+fr26nTd/rXW+Lz16ojGaRu4LZXXVz0LB4napupoqDeveNVerUnBWF6YQ5UAdzEE4CjOaJlgrSlQvXFfrnh5GwXX68yK+jDcE71b71NuvhuxFtPeUr3YXN1e0613+26SE987rUu2vPVobwqimZTFe7CURUAUaAiFXriIiIiIiIiIjqw8jiKP7y3l9tW62tzd+Gl/qv1M25kf3wOD24ceY6znSexkcv7uHZ3DOk0qkdv17OyyzHlvGHt/8Yb428jX/42i/jRy98Di676wBbTUREREeB7GsZ+1vz8/N48OCBqiwn+xcSsjOCblJpblOKbgd6untw9epVeH1+NR2pVieV8mZnZxEMBmG321XVOgnztbW1we/3F9qVy+bUzRlYzY6IjisG7IiIiIiIiI4ZFcQqCmFJsC4biyETCKru5qp0wqhMJ0E6c0W6laJqdAYjSNcZ2hiY6sRGyTLX5neGgFT+9RKVCzRtfHVqbk49SwgPLxYLITz12u4GIH8j1nCj/rpSwTtpsap25/MjF3PD4k3rQTs1gKtu7sxVap1adliZTkJ0G1aDuSKd+aiB5OFemE4uu57vr9Gr503j3iKYF19vizUyoP8gFfT86+8FFbxbHIHVCN65G1XgzhJb0cN28v52efRAIQN2RER7ok6oyUk9Vuci2hYr2REdPCurVxMRHUs57mMREe2JVFv749t/guXoctnhbFYbrp++Dr/bf0gtqz455tXqb8VnL38G57vO4s7YR5hdnlUXle+UHDMbX5rAP//2/4y/ffK3+LU3fhUv9VyBjd9biIiIaJOctu+QLfy8srKMyckJjI2NIpVKwmqV4J3eb0ekCh30c3jGtS0NDQ04ffo0Ll+6Aq9HvylxPB5XIb6RkRFEIhG4nC64XC4Vrjt58qSqeFcYpYT/YKmL62SIiA4CA3ZERERERETHlDlcl1tYUlXqshOTql9yZRm+mVWo039zesjOuxxQwTmJ1HWagm8G8309zVG43ORQRdrboY3H0n95U/dUqbYMr/+82tSph/DE+UYVvLM4erVG6tXd0u0eWJtaC0E7oBUWaP3cXuQsVnUgUtTqAUR1oNT42ahaZw7XxcMqVFeoTCdV4opDdJHHO5tYe8WarY3LFNCL7OQF+Tb6L20M3qmyiQOFancSuLNKmFAF7fRhLAntf1KVsMbXJRFRrTI+P4moPHNlR3PIjhUfiYiIiIiIqFpuTd7G956/ve1w/W39ONd15hBaVHskXHiq4xS6m7vxdPapqmgXioV2NY50Jo0Pxm/h0dxj/L0rP4G///KX0Nfcqy5QJyIiIlqXK1SVm5mdwfjEC8zNzaqKcTabdXcBOzWkPqw6l6e9tqOjQ4XmTpw4oUJ0UgUvFArhzt07GBsbQzaTRSqVQnNLswri9fT0FirYKfnQHhHRccWAHRERERER0XGTSW0ZrkuvLKsqdemlZfhCNuSWA7BMLiNpnYJzxoOOzB1gIb6Lw3nlxVKpsv29DseG33MLd3c+8g63/jQ5hKT2rMJ504AzewK5/jAsEhzsboUrAER7l/XKdif7YfPJ67ywNOmV4SRkV/Py63SDfLgOi8/0UJ2QYF28KEwXzQcgI3VwF3C/db29wpcPXMrxXgndpQdUNT6Zk8Ja8+lxT7V87K7DaysR0TFhDi0ziEfHyW7e70bYjkE7osrI5jLVbgIREVWBhftSRES7FoqH8JVbf4REKlF2OJfDhVfP3oDD7ig73FEny+HqyasqbPfR2McYnhlGIp3c1TgiiQi+evfP8c7ou/iF6z+PL176AhpdDQfUYiIiIqovUhlOj24kkzE8f/4cExMTiEQjaPA37PpGwapyXTanwnkS9rfZbOjv70dXVxdcbqc2Pivi8RgCgQBu376N6ZlpuD1uVdFOhnnl5VdU9TqH6WbFqpW8YTERHWMM2BERERERER0xqqJZLh+WMgWvCoG6WAyIxpGO6mXDioN16eASOiM5YHJZvy/V3CKc8CAw/wxNuXjZUJzTdJwtWeKaY+cuj8PJtLYb55bTmE3BbpwM7nAXKukl+7VhJvP3/JIAYUsnvKkZhJc7YdeWg/vUOWSkmp0sJ43F69XH4bMj5/Lo3ST4Z9MeVtvuZmgPiten6mZap2p2Myv6czQfpDNXrTNXrDNXqqunYJ3BaKs/f0GVzIOE7Iz5ygftrBG9op25mp1Fgnax/HhszeqpGuuTiIiIjiY54Vwcusvk99lsjuN9gSIRERERERFVx9eHvolHs0PbDnep9yK6mrsOoUX1odHTiB++/BmcbD+Jv33w7W0DiqVMr0zjX3zvf8d3nn0Xv/r6l3H9xCtw2Hh8gIiI6LjL5a/9SKWSGHn+HHNzcyoYt9tQm0UvNVd4SMjO6/Vi8OIg+k6c0MbpUOMcHR3FW2+9hanJKaytralp+X1+nD93Hjdu3IDf7yuc22CwjoiIATsiIiIiIqIjpRDGMgexllZVqC4XjatKddZQFOnQkgrVCQnWNYYDCMytqmDddGQeqVBAlQCTqnUIriCQWdjR9CUAVy5EZ+6/k7Bc8Wv33IaFeKGinQTtJGSH6SlVzW5Km9++5S7E/dr8dzcgrC0Pe0uLqmhnb2pVQbysBO58fsDnVoG7XGsDLId0IrR4fZpDdcWBOmGE6lQETYJ1xjf/UuG6emUO2hkhO9Vdm0f/pXylvnzQLvhU69aph+18Hfpw7kb1pEJ3tma1jtUyZcCOiIiI9qFUyE5I0I4hOyIiIiIiIjpME8uT+IuP/x2y2fI32ZMw2cunX4bVwkqhZql0Co+mHu0pXGfI5rL4aOpjPJobwhcGP49fef3LONHcp18QT0RERMeSBOzS2n5GKBTCyMgIgsGgqiC3l3Cbeo1Fv05IgnNNTU0YHBxEb2+P6r+2FsPTp0/x/vvvq+llMhk1rZ7uHjWcPNxud6VnkYiorjFgR0REREREdNQUVa3LxmLIBIIqWJcNLSGZr1YnoTo8D6vhJFTXGQpAXtWZH40E0QLBxsJom3KBstXrDNsF4Q4qWFfyNWm9vaqSXVHITg3Xr81vCCpQ2KL9Pj3XiT6/tkzOa/M9DoQbOwthO2tTqx6062yH1ad9nXYcbsUzI1yngnVCwnWmSnVWc6U6+bZvDtSZ1WPluq3IPJQK2Rn8+edyYTufbCd6RUOLgwePiYiKpbNZ2K1W9WyQ34loa8Y2UxyqM7YjbkNERERERER0kHLavz++8yeYDc1tO+yNs9fR6Gk4hFbtnFwkrv6Zqqmof4dUVUWm+87wuxgLvKjI+JLpJL7+6Jt4Z/Q9/MKNn8d/dP0fwOPwVGTcREREVE9y6rG6uoqp6SmMjo1iZWUFLqdLVaDbKbVvlH/ABiSSCbhcLrS2tmJgYACdnZ0qxLcQDODJ8GM8ePBA7d/IDRXkNdeuXcOVK1fUcFarvTBOIiJiwI6I9sm5zZ2uiIiIiHYrkeT+RaVIGCsXTQPRuArXxcdHNgTrUtMP1HASNpOokTpNKSE0kybEC6G6GPTKcHsJvFWL0dZkfh6csynVzZu/2Dm3cFcfIB+867h7F6kbN4BpqOp2jf162C68LEG7ZTivXVNhRaliZ/FvmtyBMcJ1OZcHlpheuS67OLIerAstAW2LwP1x4Gxsc4U6c8W3oxCsMzPmJ/JQnz8zc/AOj7UPmE+rEKIK20mlv7YBvZcRsvP4eeD4ADmdPAxFVE/MgTqG64gqywiuEhERERERER2Ej6Y/xreHv7PtcD3NPbjYO3gILdoZufB7PDiBZ7PPMB8OIBwLq2P2De4G9LR0q7b2tfYdeDuezz/Hw8lHFR9vaC2E33n39/Ctx/8e/+jNX8dnz3+m4tMgIiKiWmZRj2BwEY+HHmNRe04kEnDYHdu+0kzdjCD/kGrF6VQaXV1dKlzX3t4Bt9uDWHQNd27fxZMnT1SgT/ap7Ha7CtW98cYbOHfunKp6B1bWJSLagFc2EdG+JHkhCBEREVWYy8n9i13JZjZVrJNQXS4W057jyEQjyE5MIr2yDO/4cKFinTlcp+SDden0eoW6UkG6egrXlWK0f1Mlvhn9dwnemavbYXoKDlxF43lALbn791U1u7T2o01bxipo57Or4JuwGFVKbNp48nf/2rX8OhVGsM6Sr1pnWXi6oWodzOE6qdzWpbU9mh9PqSDdUQvXFSs5f/n3uATtXO9oP1zSK/1F9M6qmp22TOFuLBw6LrU+lUOsWHgUJZPpajeBiPYgo/0tMqpwlQoEGXcSJyKd7P/JdmFsL+aAaia/DyrbFEN2REREREREdBASmQR+973/E7FkrOxwUsHkU4OfhMO2uwu6D8pydBl/9/C7mFueU9XrivvJ48n0ME53nMJnLn8GDe6DuQtiPBXHe8M/OJBxG8aXJvBf/3//DJ88/QZ+49P/COfazx7o9IiIiKh2yDmEYDCIR0OPEA6Hkc1kYXHs/rqSbC6rKvzK+YhMJoO2tjZcHLyIpsYm1W15ZRl37t7B2NgY0um0Gl7CdQPnB/DSSy+hu7tbDcf7DxMRbcSAHRERERERUT2TIFYkDBSF6qRiXTq0pIJ15qp105F5dIYC6qW7DdcdN7J8LP2XVRgxEOlEnz+MpdNtsLe2wK4tV/epc8g0+WDz+QGfW4XtYITtJBjn1n637CGQlQ9MFoJ10cDGUJ1GVa2TkJh8q1/V1pvr+cZxHPUg3V4Y1ewkiOjPh+zi69XsNgXtfJ2ArXl9fTr2EZokIqozRiBIwkCyS5DWnu35kJ35c5DhOqLSzNuJhOjMITvZaozgKkN2REREREREVGnfGPoWHs0MbTvcYO8FdDd3HUKLtje3Mo+vf/QNxBLlQ4FyYfhoYAyLq0v46Vd/Es2+5oq35fncCMJr4YqPt5gcV3tv7H3cm76Hn3v5S/i1N34Fbrv7wKdLRERE1SXnDwKBAIaGhhCPx1VVOYvVglx2d+fcZHh5ndVqVfsVnR2duHjpIjweD2KxGGZmpnDv3seYm52D0+lEJBJBT3cPXnv9NfT29sLtdqvqd/J6XgNBRLSOATsiIiIiIqI6pyrWLSxtqFZnhOqcRRXrOmEK1omicN1xD9ZJZTvvgvZDh34S0wjZSSgxpT3WIp1wdHfD3t6qlrG9pUVVtLOe7FdBu1xMgnZpoLVBDz/uoeKZEa6DKVyHxWfroToh3+YlKCba8y+M5tcrw3UbyfLw5y9cN4fsDHKTWyNoF3yq/a5tJW0Dej+fVIXMD+dwwJLL7i00SURUpyQAJEEgl8u1ISBERPtjVIUkor2xcp+ciOhYyvE7CRHRtoLRIP7o1h8jnU2XHc7tcOMTA59QVeyqLZKI4G/u/+224Tqz0FoI37r3N/gPX/sZuByuirUlnUmrgN1hiiZjeB483GkSERFRdUgluWAwgBfjLzA5Oakqz0m4TVWx22XITYaXYJ0E5KR63ZkzZ3D+3Hl4PG48e/4cH/zgA0xPTyMai8Jus6OhoQGDFwfxxhtvoLGxSUbA79lERCUwYEdERERERFTHJIwllevM4br4yCjSwSV4hu+vDzdZdLfSfLBOAmW0kVomMyl48xc+57C+7DokcBe6jMDcetBOKtqpOJ6E7KBXJbFKJTvt2eLY491G8+G67OKIXrXOCNeZg2FR0zplqK488/KJPFwP3G1YbvnKdnFtOS9Cr2gnnX3QK9lJ8NHGi+GJ6PhhlS2i/TOq2BmhVXN3Itq9bC5T7SYQEVEVWLjvRES0rT+68yeYDc+VHcai/btx5joa3P5DatXWpCLd7ZE7CMVCu37tQngB98bv47Vzr1as6ko8Fcd8aL4i49opCTv+6ie+zOp1REREx4AE7MbHx9VjaWkJDrujEJTb9f6MNrgK5lktqiLdqVOn0NXVrXqNv3iBW7dvIRQKIZPOwOlwoq+vDxcvXsSFgQuqep3sE+ZYuY6IaBMG7IiIiIiIiGqcHEwTqnqWyKRU2EdZWkUmEFThuvjYKNJLyypc15IP1xWCdUWV6sRxr1a3nUL4cCYFZ/64ot3uUIG7RDyHxPw8XF1d8Lx0GXGMqpCdtakV2SafGlYq2ekhu3woS8JZVlthfaphZJ1m9OkY69QSm906XMdQXWWYl52xTI3Kdipk9y6seFOvHqgEYPF1auuzZ8P6zFmsFTtxT0RUK4xKdUYgqDgAZP47RkTrircNYx/BODluYPU6IiIiIiIiOghPF57h/3349W2P3bQ2tODayauH1KryIvEIhmee7vn1j6aGcO3UNbgrVMUuHAsjmU5WZFw79ZNXfgKXuy4d6jSJiIjo4BWu8zFdT5BMJvH06TNMTkwilUrB7XKr/lLJbrfkdVJ912qz4uSpk+jt7YNLG99qJISxF2O4f/++aoPdbofD4cDVq1dVuK6xsbHweruV5yuIiIoxYEdERERERFTD1J2qioN1S6uqah2iceRm5pENLRXCda0vFpGafqC/luG6A5OcD8LZ1Y7OUACBh1DV7BrDAYQbO+E+cxbWUBSZJh9ssXbA64VFKtq5PLB4G9bXp5BwXSSsKtZZogG9m4S6Fp/BKsE6bd2ibXFj5TrBcF3lyLKUinYStCsK2WFcWwf+zkI1u8Khb6loJ+vT7dU62qrYeCKiyjLCdQYjXGec/GO4jmjvjNCq+XciIiIiIiKiSpBKcL/97u8gloiVHc5mteH186+raim1YGpxel+BNgnoBcIBnGzrr0h7VuOrFRnPTjV7m/Hl135ZrRciooO1l2P7B3mTUbanPLanvFprT2kbbrxssSCbzSIej+PZ82eYn59XwTepPme1WAvD7/Q8nIxPHvJal8uFCxcuoKenWxv/GoYeDeHp06dYXl6G1WqFzWZDQ0MDbt68iTNnzqhu69NRt4yu8JwTEdU3BuyIiIiIiIhqWMlw3cKSCtalQ0twBddgnb6HlblVpObmkArpIa2twnUM1u2NsdzUl2htmZ7tWNCetUf/ZRWyg/aYnutEnz8MhAOInRqEvblFvcbm82v/bwVc+cCkdDRVrbNkVkpXrJOJrWrDuZ7rEzcqrTFcd3DMITshqy7+TFWz09ePtn7djdow2raZ0Po59KqERERHGSt1ElXOVpUhiYiIiIiIiPbj7dHv44PxW9sOd6r9JM52njmEFu3Mwmpw3+MIhoMVC9ils7uvHrMfv/TqL6Ld336o0ySi42w3FwocxnkBtqc8tqe8WmvP1tQ1IhYLEokElpaWMDY2hsXFRVVVziBBu1xm5/OkAnJZqJBeU1MTBgYG0NnZqU0jjocPH2JsdEyF+aR/Y0Mjent7cenSJXR3dxtT3NA2IiJax4AdEe2LM8uLe4mIiKiyEknuX2xihOs0Eq7LRCOqap1raAKYWwKWw2gxqtbdvQt0uAvBulgqtWFUTgtDdvshQUW73Nk1v3xzGCr065gcgsV2U+t2Hl4MI7zcCW1NwNrUqvpbfdpXcG9D4VivCtcl1jaG66afbKxYJ+dVzcE6Py/GPhBGaNGoZCfMQTuNNTIAyDpqG8j3l/81Hmoz653TycNQREREDNcRERERERFRJUWTUfzWO7+rqqKU43F68Nq5VwtVUqpNLuhOpBL7Hk88Ga9Aa3QO2+FV9jvVegpfuvazsLBqDBER0ZFkBNeManGRSARTU1OYnJhAOByG3WFHNpNFzpLTA3a7CA3KOFPpFPx+P3p6enD+/Hl0dHSoAJ8E7GQ6so8RX4uj/0Q/Ll++jBMnTqjh9VCdtVAxz2JhFTsiIjNe2URE+5LkBSFERERUYS7n8d6/MA6uFVeukyBWLppWnbITk+vhuvvDSFmn4LyfQKJlRK9UN5vaMkTHcN3+yPJLauvDaRxfnNUDjCp0p0l03IFleg2BSCcc3auqm/uMhOx8wIIbFpdHdZP1qVeyWwHiYT1cF39X2wAeAxFsXa2O1esO1oblWxS0k2p22rrJupuhPqV8ndrvYb17/qR7zmLlHd7KSCbT1W4CERHRoTH267fDinZERERERES0V3Ih9r978FeYWJooO5wct77UdxGdTZ2H1LLtSZsc9v1fuuiwVy4U1+DxV2xc5ditdvzGD/06vA7voUyPiIiIqkf2eeR8wfz8PO7du4dQKIRMNgO79s8I1e02cC/jSyaTaGlpwaWLl9Dc1KxCe8PDwxgZHUF4NQyn04l0Oo3+/n68+tqraGhoVFPK5bL5UB0REZXCgB0REREREVENUcG6TL5anVSfW1pFLhZDOhCENRRF2lS5LrccUOE6IeE6o6oaHT4VbNTYF/SqdnKKOmDqryrZaesP0TisrXqoTmSjC+vhOqotRsVACTtKyE7Yn8EahF7JTrgbte1VW9u2ZuRcHlgcDsDhrlqTiYiIqHaZQ/hG+C6dry7AkB0RERERERHtxVRoGn/44Z9sO1yztxmvnH75EFq0O23+tgqMwN6b0gAAIABJREFUo7UCLdE1eZrgdrgRTx3s+bY3Tr+Oz5z9oQOdBhEREVVZvjCcnBuQSsNzc3Oqulw0Fiv038/Ne3PZHLo6u3DlyhVVmW5hYQEPHz3E7MwsYto07Da76n7m7Blcu3YNXq8R7Lfkq9ftew6JiI4kBuyIiIiIiIiqzFzdwpKvWKd+TqwhG4shEwiqqnXJlWV4x4eRex7GdGQenSE9wpWbHCq8nhXqDoexnJ1ljnfK+jGH7Owtyypol81N6aG6SECvhGZ/pg8gVdKi6+uS1epqgBGyUz8/1p/zlezEejU72V61Z0fl7pRLRFRNDPoQVY9xN1si2prVYqt2E4iIqApyWR4rIyIyS2VT+L8/+ANE4qtlh7NZbbh+9jp8Lt8htWzn+ttOqPZJFZe9cDlc6Gnprlh7nNr4upu78WLhRcXGWcyvrYf/9M3/5MDGT0RERLXBfJw/k8kgEAjg8ePHqvKczWZT/S3WvQXsVCVghwO9vb24evWqCs9JeO/ex/ewsrKCRDwBm9eGnp4eXBi4oB5GmE+eM9m0qppn5flAIqJNGLAjIiIiIiKqQRKuy0XThXBdfGwUjeEA8DyM1PQDVSGtEKzLV66L5YN5dHiKA41JbR1481XsxIkZD5KhABwRbcDzjZB7kfliH+kDty2uh7aEEa5jsK72GOtGKtnJOsuH7ORwc3ZxBFapSNh2HrmUVLFjBTsiqh/pEheoMlxHdHhkeyuuXsdwHdH2srm9XXxLRET1zcLvKkREG3w0/TH+5sm3tx2ut6UHg90Dh9Ci3Wv0NuJ0x2mMzI/s6fWDvRfgdngq1h671YYLPQMHFrCTi9h/+tpPY6D9/IGMn4jq36ZjgzlsCOHIz6lUSlWnisfjSKfTqjKWPCQ0s2U1LEtOH9mOGyLj2XtlrW2xPeWxPeVVqT1bhdFk+1Pbqbb9tbS0wOPxwG6369ujRQ/Xzc7OYmJiAgsLAfW71WLdsL2qbX+LWdKrzekPm92GbEY/t9fW1oZTp0/h5MmT6rNgfHwcQ4+H1PglwGd32FXlupMnT21qu9zgQOhtOMB1RURUhxiwIyIiIiIiqiFSvc4I1+ViMVhDUVW5TsJ1qbfe1YcxBesYqqs9ap3M5NeLQ1tnGTfkNweuwothwD0HhGcAV0x75AN2S/mjpQzX1R5jnUglO3OFQQnZTS/B2ncRMoTV3QiLrVlbv17kLPoB6i1PYhER1YCdhusY9iGqjK22JYZaiYiIiIiIaLdWE6v4vff+L3UBdTlS4e3186/DbqvNSwRtFhs+OfAGppemEU/Fd/Vav9uP1869WvHj8Gc6T6PN34rFyFJFxyv6mnrxyzd/seLjJaKjxTiOqFeZyqggnVSkkkcoFFKPcDiMSCSiQjXyML+m5OciA1LlsT3lsT36ZLfY5zC2P6ki9+abb6Kvr2+9Qp32T0KxIyMjKgAXDq/C5XLAarNubNJOZseityGbP78n1etkWg0NDZicnFTjn5qcQjaXVQE/ac9LL72E/v5+/cWmifA6BiKirdXmt2ciIiIiIqLjIpuBJaOHsSRch6VVZBeWkJuZRzq0hPTKMrzjw6pynRpmcj3gw3Bd/bEMjurhOiFhLZdlPVxHtU2Cdn7TBfBSya7tEjD9RA/ZSSU76Z7pVEG7nMsDOBzagxXtiKj2GOG6TH5fwiafV3nGSTUG64gOnzn4yuAdERERERERbeUbj7+FR7ND2w432DOInubuQ2jR3rX4m/GjL30O37r/N0hn0jt6jdvhxo+//EV4nd6Kt8dpd+KTFz6Jr9/9BnK7uXh/G3arHb/y+pfR4mmp2DiJ6Ogxh15UwC6TwdLSEm7duoU7d+7g0aNHmJmZUQG7tbU11d+onmVU0GLAbg/YnvLYng3nzIrPn0l1OAnUSeCtu7sbHR0dcLvdKvwq3ZPJJIaGhjA6OqrCdk6XY+N2mit/Ts7YruUhlefimbiqannm7Bk1PRn/8+fP8WL8hfps8Pl92jScaG5uxqXLl9Db14vigB0REW2NATsiIiIiIqIqUQe5Myk9WKeRynVGuC4+PqKCdStzq1iem0NnKLAhXCfV66h2eY2gQocbrsEG7YdJ4HoQCLfp3SNzQBc2hutYva72GSE7CUf6Lq+H7OLvwhoZ0CvZxcOAVLPzdSLn7YGFATsiqgMStDOH7IiIiIiIiIiIqDZNhabwp3e/uu3NkZq8TXjl9LW6qFBypusM/t71n8Dbj7+P5ejylsNJFZiOpg788KXPoLu568Dac7rjFF7Wlt3HL+5VbJw3+q/jRy98rmLjI6KjxwjJiWg0iuHhYXz44Yf4+OOPVTBHgnZStS6RSKjgjlHFynid/M6A3R6xPeUd4/ZsdVNKo7tsdxJ2laDb+fPn0dXVBY/Ho4aXKnJC+ksAbmFhAU6nc8M2qsa7zayo4bX/rBarPl6HHU2NTXj55Zdx8uRJ9Zlw7949TE5M6oG+RBLdPd0YvDCIvt4++Hw+MFxHRLRzDNgR0b44s7wImIiIiCorkTye+xcSrstF9TtzGuE6qVrXMv1AdTPCdenZVdjtDlavq1FO83HZjqJgVTYKROQHbd11TWjPJaqSSHiLQbvaZayf4pCd6qet0ZEloO8i0DagOkklO3gbqtjg2uJ08jAUUa1iuK72pPd5zI3Vz+pP8TqX37keiYiIiIiIyCydTeNP73wV86H5ssPJhdivnH4Zjd7GQ2rZ/p1s78eXXv9ZPJ19htHAGFaiy4inEqqfx+lGi78VA93nca7rrKpgd5Bk+b0x8AZiiRiezT3fNsy4nUZPI37tjV+By+6qUAuJ6KiSinSzs7N48uQJ3n77bdy+fRtPnz7F6uqq+iySSlnmalbW/PFD43OKAbs9YnvKO8bt2e5GBdJftr+2tjZcuXIFra2tcDgcaluWgJ2EZefm5jA+Po5QKKQCdlZrfpw7nQ3LejtkvDKOzs5ODA4Ooq21DSuhFfWZEQgE1DRlGOlfaI/dka9wuadFQER07PDKJiLalyQv8iAiIqIKczmP1/6FVK8zwnW5WAypx4+RXl5W4brkD766PuBCvBCqSzJcV7OSOVP1OrO+GWBVe+7WHsb5bCOoZfxsfqbaVLyeIg/1dVhUzQ6L0EN2vhXth85qtbbmJJPpajeBiPIktCPhHXOwjkGe6jLfBdUIWkllwZ2eIjafF5X1ag5nbXWHVaquTXepzTNXlGTIjoiIiIiIiMzuzzzA3wx/e9vhelt6cKFnQFV8qydel1cFAy+fuIR4Ko50Ro4pW+Cw2eF2urXnw7tJlEzzR658Fn5PA+6P38+3ZfdkHXxh8PO41nO1wi0konpkDsKV6pdKpfDee+/ha1/7Gr773e+qoIxUn2poaChUqZNn6S7PUq1KQnbF4bsSU8buKlgdcECK7dkG21NeddpT6hyLUamut7cX169fh9/vL1SVlO00GAyqapQzMzOqkp3H40Ymm0Yum9vVORs1Tu1fKp2Cv8GPnp4enOw/CZfLhfnn8+sBPpdTVbA70XcCr7zyCrxeqaYnnxeWwmcEERGVx4AdERERERHRISkcMM9l5cpZdQgvt7SKbCyGTCAIayiK9MoyGsMBpPKV65SFONJphurqSnH1OrMwNobsqL6pdWiqZue/pD0HkHU3w+rWVrRUsdPkXB5Y5GL5A76zLhERHQ1GuG4tmdzR8B6nUz1bsB7QYjirfplDdkREREREREQilorhK7f+CJF4pOxwdpsdN8/ePPAqbwfJaXeqR7VJG944/zq6mjpxd/QuFsJBZHO7O6/T29KLX7jx87BaeIyG6Lgzh2k2/JzNIZPNYG5uBt/85jfxne98F48ePVRBHGG1WbXPnoy8SK9khRxsduPmalDVvFQ3m0UdU7aUDB7tJWC0m+F3G3ja7fiNaexm3Ac5v6Ke27Nbx+39s8UUrXq1OqgAHdQ+gfze0ODDiRN9GLhwXgXaLLJN5h+LiwsYGnqE1dUwstlMIXy3m3CdRd/wVcBWQrhSLe/y5cvatHyYnZvD/fv3VRW7dDqtqtv5/Q3o7e3DmTPn4JJrFCy2MuFbIiIqxoAdERERERHRATMOjmXz1Uhs2ZSqXKf65cN12YlJJFeW4R0fVtXrChbi6inJgiP1wxSucw026NXrihmruNH0c7HGLbpTbVMhO8Aa1LZ57Vd1esvXCUtCP2xvqeOLGojoaDGq2AmHzcbqZjVEheIkIKftL0pwTt2UoczwxilRI5BlrFuG6+qPEazkaW6i8qwWW7WbQEREVZDL8kZVRHS8fefZd3F36qNthxvoPo8TrX2H0KLjwWa14XzXOfS19OLFwjiezz/H0uoyIvFVZLc5nmazWvHz1/8+TjSdOKTWElHdyX+MTE9P4datD/CNb34Dw0+GsbKyDLfbrQ4U6mEc076wxXz80BTUUQeSc6WPJeeMAfbQuJ2w7CUgdYAOuim7nd9aa89uHbf3zxas+YCayrpa9O+osv11dHaogF13dxecTv08jYTxJIA3Pz+Px4+HsLYWg769Zvc8q8a23tXVhStXrsDj8WBkdASPHj1CTK47ymZU/+7ubvT3n1TDORxywwIJ1/F8ERHRTjFgR0REREREdICKL1Y3h+ssiTWk8+G6+Nioqlwn4TqpXpebHFLhuliKlevqidN0XHlDuK4733ElP0Bz/n2xVbiO6otRxU5IJTthfwZrvBPZxRHtWVvRbef1kJ3Hz7vDEVHVpE0XpEr4yghiMVxXO+RvhMPtgnGP9rb2zl29fjEYUM/G61PxBNdvHZGQJKvXEW1P3bWdiIiOHQtvIEFEx1ggEsAf3/5TpNLlzxl5nB7cPHNDhcKosmTZXuq7iIu9g3g2/xx/d//vtv1ucrX3Kn588IuH1EIiqnXF5wfVzXlzevePPrqLr33tL/DhBx+q47len1f13+rYrl5Fa4vu1ZCrj4BUxdTa/NZae3arTtqfs+jbnWxnUlkyl9bbfPLkSRWw83o8hSCbzWJDPB7H3NwcHj9+jGQyCav2nTaT2d1xTXPlOXX+yOFAb28vrly5DI/HhcD8HIafPFGV7YzKeOfPn8epU6fg9/sLNwGX7rxGgYhoZxiwIyIiIiIiOgTGAfBkzgq5XFbCdbloGtZQVFWuk3Bd6q131bAqXKdhuK7OlapcZ1jZ5uClBPAkfMcqdvUjYoRW8kG74Hmg4QmsfRf1SnZubWX6pEdHddpHRMdaukSlB6PCWXGVM4axaoME6/wNPvh9fvW71+crO3wsGkUkGtFecwaR1ajqZoTtioOVVBuKtzUj8GoO17EaIREREREREUktoj//+C8wvjSx7bCvnH4Zzb7mQ2jV8ZXKpPBk6on2fb38BfIuuwtffv2X0ejmiR4iWmc+Jihhl2gsiqdPn+Ldd9/F/fv3VWhHumczWT0YY9kczDNeuzsW7L4CWT2rtfmttfbsVr23vzJku5RtT7ZT9bscz7fZcPHiRZw8eQpWq01VqJPNPJ1OY2RkRD2WlpbUcPLY7Tk4GV5CefKQaUt1ulPatDo7O7GysoKJiQlMTk0hnUqr8UtVu8HBQfT09OiZRXls8TlCRESlMWBHRERERER0SOQAmzO6guxCGLloHJloBI6RaXinh1XlOmGE66R6HdW56d71kN2c0XEHB0y788O7LevD8/xr/ZCgnWQg2p8Dfof2PtBDdojnyxV6e/Tj2HLxvE178E7CRHSIMvnwfnF1LDmxxmBdbZDqdUa4rrOzC51degU7t9utnuUOqMVia2vqTqihlRUkEkmty3whZEf1ZasgHUN2REREREREx9eTwDC+/uib2x67afW34Gr/SwdyAbWc38rm9IeqjpI/d2GBXlXFarGqqixWy9H/7joyP4rJpalth3vj9Cdwo+/6IbSIiOpOznjKqYCMHq57gIXgArxer/o8lX7q83yLj3T1uVzixnpbVbY7+IBUrVUgq7X5rbX27Fa9t78yjNCrEZSTbbSxsREDAwPo6e0p7B8JqVg3PDyMF+MvEE/E1c0U5XUSlNvL+TiZtlSvO3P6jKqY53K58eTJU4xPTGBleQV2ux1urVtbWxsuXBhEV1eXel25zxEiIiqNATsiIiIiIqJD4kgnVNW6TCCoKtdJuA6BBRWuS00/WA/XUd1K5ta/aCeGV+FC73rPchXtzIwwXndOr3THanb1J6pty77LQOQx0HZJe9YrCKFtAJbYrP6zrRnwNyJnsfKOcURUVfwMqk1GuK6vr0+dNJULK4TXXSJgF19DKBRSIbzl5eV813kZi6piF18JqS7FwUqqPcb2yMArERERERERCQm0/f4Hf4CV2ErZ4STo9sbAG3A5XBWZbiabQSwRQyC8gEAogOXoCmLJmOomFdykv5RnsdvsappuhxsNnkYV8mtvaEdPczccdseRC9xF4lHcHfuoZKjFzG5x4P0PP8DHF+7hE4OvH1LriKgeGAE4CdGlUiksLCzg29/+NsbGxtRnqpEzslj1Klm5bE79LSiWSWdUhazi4/vmEPTGHgcckLLUWECq1ua31tqzW/Xe/gox/v7LtifbWkNDgzqHc+7cObS3t6vwnGzbsl3K9v348WNMTk6q343HbkN2hddo+14OpwOXLl1Cf38/ksn8+Ccm1bRkGJ/fhxP9J1Tgr6OjQw/qWnkOkIhotxiwI6J9cW5z0IiIiIhotxLJo7l/Yc1XnMjFYipcZ5Nw3f1h5JYDsEwuawPkB8xXrovlK8xQfXFagPTsKux2B9DhViG7guEGff12uLcegdbf9ekOPYwnQTsJ2Zmr2fXm3yiRo7mdHCnmkJ1f+z2S7+5u1Lp3ApkV5FIeWKSKneV4VLFzOnkYiohoJ6R6ncvlRGtLC3q6uuHy6PsOHqsTTv/mgF0oHNrwezKRUHdDNarYqcqpB95qOghp07FXVrEjIiIiIiI6fr4/+g4+HLu17XAnO07iXNfZfU1LLvQOrgbxfG4UY4FRLEbkJj7lL/5OpJOIJmL6L8uzhe42qw09LT0423kGF3oG4HFuPp5Rj+5P3MdSZGnb4RIrCcxMzODX/80/xr/69f8Nn3nphw6hdURUb+bm5jA0NITx8XHEYjEVnlFhGIv+mSxhHgnYyT/5XE2lU+p3n8+HwcFBnD59Gp0dnXC5XXpFrWz+NQzY1d78Vqw9W0z3oE8A1NryrBK5oYHaIrXtU0Jysi329fapqnJSPU5CsSKVTKmbIY69GEMwGFTbp5DXbBfSLybTUmFa7Z/f71fbfnd3NxKJuPbZoY1/UR+/DNPc3Izz586r4J904w02iYj2hlc2EdG+JHlRBxEREVWYy3k09y8suaw6JCjV6xzF4bq5ReQyQ4VwXTrNcF29SuaP+yYlIDmTUoE7w6rxDXyh/PptkVDecANcn1vNh+xMPSVY57fqD4bsapexnqKmqpQSskMnsosjep7W1wlLYg1we6vTxipIJtPVbgLRsWeuYMagTu2ScFxTczMam5rQ2dUFr1MP2HkbfSWHN/ob4vE4Eonkhm7GqWmGtIiIiIiIiIjqQywVw2+98ztIZpJlh5OKR5+++OaepyOBjWfzz/Fg/AEWVoMVqaouVVamFqfU473h93Cm8zSunryK3pbeur3YWyr5PZoa2nY4e86O2akp9XMwHMQ//q3/HP/Tr/2P+IlXf/ygm0hEdURCOrOzs3jy5AlWVlZUOMbt2ViFVFWjyz8yuQycDqeqknXjxg1cvnJZVc3qaO+E0+UsBOxyck1Cyc/xAw5IbRX8qppam98DDtgduFpbntVhsVjXA3baNutyu9HU2Ii2trZCoE36hcNhjE+MY2ZmBpFIRO2rGdulBOysuzhHI9OTzwevx4ue7h6cOXNGBfskuCfhXPn8MAJ27W3tKoAn/XczDSIi2ogBOyIiIiIiooOSzcCSSSEnYSsJ0kTTqnodAgsbwnUIrgDpOIN1R1DSdBzYtdPVa1S5m+7dWMluxQI05kfIcF3tM0J2G7oFVLhuPWSnPTKNyORXqxzorteLC4iIaP8c7vULKNxuN9pb29De3qbuNirsLj/czs1VTyMN6xXs5E7H8lqpgCeV8BaDwFoyCY/TiYy2T2oOWVJtM6rXZfKVrWXdMSBJRERERER0fPzZR1/D5MpU2WGkmsm1/qto9bXsevypTAqPp5/g4xf3EF4LVyRYV0o6m8GzuRGMBl7gROsJXD/zivbcV1fHwrO5LD4cuY14Ml52OJmn1bkI0qn1m80tR1bwX/3+P1Wv/dKnfvagm0pEdUB93mr/Sfjm+fPneuDGVvqYn4RrpH8qlcKJEyfwiTc+gd/8zd9E/4l+uN0eFfgpfkVpB17i7IDHv1u1Nr+Vak+1lnOtLc9qWV8OWbkWSPu7L49sNq22a317zGEhuIBHjx4huBBU1eycTmdhP2u3+z/yOtn+m7qbMDAwgJ6eHtV9enoak5NTKszncDjU50RXVxcuXboEj+doVA4mIqoWBuyIiIiIiIgOSiYFRMIqWJeNxQrV63KpGb1/PlyXaBkBFtZflqyX44d0ICRoaYcbiU2V7LQ3RliGYLiubphDdpHHehW7+DNY8ab2rFYm1rx9sNmtKlxn3LGuni4sIKL64LDZkMpkCr8zoFMbjABV8frw+nzqjqdSva6n9wTiyQyaG71wOe1wOF2FvxPGCVnp39XXjVgyjsSafqHX8vLypulxF7P+GOE6M+MuuETHmdWyOWxMRERHXy7LY2JEdHzMhGfxp7f/TB0zLqfR24AbZ6/vevwTwQm8O/w+FiOLh/YdU6rajQfHMbM8gwu9A3jt7Gto8PgPZdr7NTI/isnFyW2HsyatWFpY2tR9JRrCP/vD/wZryTh+6bO/cBBNJKI6oY7tWvVnCcYEAgHVfatqU8ZntARmPv3pT+NLP/cldHV2wW63q89VIK2Ok+jHjMt9nh+3CmS1Nr+sYFderb1/SjMHWqVaZDan3+zAajWWj17dbiGwgEcPH6ltXH6XCnPb7dNtKSf39c6q6pUSnvN6vQguBvHs+TM1fgn1y+dBU1MT+vr6cPr0aXUTRiIi2jsG7IiIiIiIiA5QLppGbmEJmWgE2YlJhFZn0fg8jNT0AziDiXy4Tr8QmsE6EvI+sBtV7DSJ75hCdm7TyZHGqjWRdkNVGxwCfJf1kJ1hUXv03UQimYbUK5JTYBKaICI6CHICT0JcaV6QWpO2C1Yb4Tqb3aFOxBYH7KR/cCFSGD5VIpRF9Umq1hWH7BiuI5LqEZntByIioiPHwhuFENExkcmm8Lvv/x4iiUjZ4WwWG26efRUe586rlMRTcdweuYOHk49UBbtqkOkOTT3GzNIMPjHwCZzvPqcuTq9ViVQCt0ZuI51Jlx3ObrUhOLWkLoIvJRwL47//s/9BG18cv/ajv8Ib7REdc8lkEqFQSD3EVgG7TCYDh92hqte9/PLL6uHz+dTwcpwwh+2CdURUWXqITt/09G0vl5NKdlAhukQigbn5OTx79gzxRLxwc931bTa3q01WXisBuq7uLly8eFGFbcdejGFkZASxWEztn9gddlXZTgJ2ra2tsNkYDSEi2g9+ihIRERERER2QXCqFnFSuy4fr4mOjSC8tYzoyj06tfyL9qFC5TqqWERlUFTujqqEE7aZ7gb4ZIJ4DVixAc76aHUN29SM6pD9L0E5EAqqKXdyVUL9KcEIOustBcglPEBEdBFauq0/xuP63wmt37Gj4NW3/k44OCdkRERERERHRUZbTvvwvAqsvgOAdvFh8gb978v62r+pp7cFgz8COp7IYWcLbQ29jenmm6jdvkekvR1fwnYffRXA1iFfP3oTDVpvff+9PPMByZHnb4VLhNFZDq2WHWV1bxT//2v+CRCqJX/8P/mNYLTxWR3TcyHnAdFr7vFhdVY+1tbV84LZ06FaG9bg9uHz5Ms6dO4eW5pbC+UQ9lGdVlbTkb0m58Rxs9bHDnMZO1dr8VrI91VjOtbY8q8WiV67LZvTtL/93XLZJvXsW4dUwZmZm8GL8hQrI2uz6eX8ZPqsNY8ladrUfJtu1VK2T8NzAhQH188rKCl68eIF4PK6mIcOcOXMGvb29sKvzSPWwLImIahcDdkRERERERBViHAiz5PS7U1oSa8hF4ypcl15ZVuG61heLSIUCyE0OFV7HcF39ceaPSa4ewLfqFtTmSWTah0j+jrV+63rQzg9koxcQscqdKZtUJ6lfx3AdER22al9QReXFkxm4naX/NpS703kykTioJtEhKVV1kiFZIiIiIiKiIyKbBGKzwMpTFapDeFSF7NK5HH5nPqt9Hyxftdlld+G1c6/CvoMKJVIpZWZpFt8begtLkaVKzUFFJNNJ3B39COHYKj57+TNwOVzVbtIGK7EQ7o/fVxfEl2PX/s1Mzu5onLFEDP/rX/0LVRnvN3/qN2Cz8pwA0XEjx+QlOCdV7KTaVaEa1hacTic6OztV5ToZVD+mbykcH94YrKtWsKbWAj17Oe+x23nY7TRKjX+346jU+ZxyYcxKTfcgl+du279bW//d18OtNuib38ZtULbr0ZFRFX4Lh8NwOBwqWCchOKwPXnbcEtKT/Q65ZiCVSqkqvxKsO3vmLNrb2rVxOpGIJ7EaXi2EbaXCXUdHBxoaGtTng7ltRES0ewzYERERERERVYgK1mX0sJxUr0M0jdzMvArXxUdG9XDd9IPC8OZgXZLXttc8CdWpO35JRbm8lkOYrmuwQa9eR/VPgnb+9QvjrcGnOCvP2Q7tzXVe++BoBhw2SdlVr41ERFSX5G7HIhZfq3JLqJLMITuG64iIiIiIiOpcKqx9cZ8DFj/WHveAyCSQDAHGzY8sFryX8ODdpe3PBwz0nEdfS++2w0m4bjI4ie88+p6qnlaL5CLyp7NPkcqk8LmXPguv01vtJilygfqHzz9ELFn+WItc+B4NxlRIZqfiyTj+5f/zr1QFnH/8k78Bl8O53+YSUZ2RYIyEbgrBmzIkoCNVqySsIzYHaBikKW2TJON0AAAgAElEQVS3ga1qqZcLRepleR6k/A23i25+aPwu1/88e/YMkxOTSCVTcNgdaj/BfKNLS7llY+QGc/pw8jkhQXypXtnffxIej0ftNsrnhoT5CjcA16bvcrnynxE5HN3lT0R0OBiwI6J9cWbL36WJiIiIaLcSyfrev0hb7LAl11T1umwshnRoCenl5UK4zjnjQSJzZ8NrGK6rbU7T8Uc5KGqHHrArGXzr1h5zZUa2p/6r6/1EM98wdUvCdRKy82k/Rx6rKnbWoH4PPLlkPud7BRZ/ldt4gJxOHoYiooNRXOWrEhhmIiIiIiIiIqJ9yaWBxLIepFu4BSw/AaLaz5lkycFDOTt+by6MbK78OYBGbyNeOf1K2cr2humlmZoO15mNBcbwnYfA56/+CDwOT7Wbo5bd87mRbYezZWxYmlvc9fjTmTT+5V//ayTSSfwXP/Ob8DirP89ERES0e7JPJmE3CdsPPx3G9My0qkC3aV8tp9/8YMvxwKICtZZ8hUoZp8PpwMDAAHp6etQQOW3/Uk5fSZjOGL+adjKhQncbK1oSEdFe8MomItqXJC82IiIiogpzOet7/8II1+WiaSAaV9XrGsMBFa7LTQ5B3b9yIa6GZbCuvpir17k+JyejS5yQLhee22t/I1jntmwM1zVuMy6qPZF8ACQ6BPgubw7ZuUeRSzXA4nCXHU29SibT1W4C0bFSHDo7ioEx8zxmUqkyQ+6cLX8XYPO4j+Kyq6aDCESWclTW21GZDyIiIiIiomMhE9dDdUv3geDHQOgpEA+uV6nbQs5iwV+HrXgeLR+Ek4umr528ihZf87ZNCa4G8b06CdcZJGT33rAbn7n4Q6rqS7Wks2m8//R9ZLLlK0tZtX8rsytIp7evQFWKVKb5t1//bVXR7p/83H8Jv/sI34GPiPZFhWZ2EKwmOjj50mpU0traGuYD8xh5PoLl5WV4vJ4d3QzBrDC8BSos53F70NvTi0sXL+UDdjKMHV6vDy0tLbDb7eo1GW0/ZHRkFHNz82C4joho/xiwIyIiqjG2Vu+2w2SWYofQEiIi2rVMqhCuy8ViyM3Mq+p1eB7W+y/EVQU0wXBdfbGbTuSqynUSrpPgm/sQD1Cyct3RUhyyi3cC8bD6DIFb3x/MWay7PvBORCTKBZjMd7SsZ8Y8SrCuknOSzgf1ZCmZw3YMOVWG+b25Fqv86QmPdz3MXY/rbSfbZT3OFxHVkEx9//0/dLZ9fh/j8q6+/a7DYvW0Tis970REtAXte246DkSngeAdYPEBEB7Ruu3ufP5E1o0/W1jadrjupi5c6ru47XCxRAxvDX0fy9GVXbWjFjyeeoImTxNunL0Oq6U633+Hp4cxF5rfdrhcLIfl4P6WsRwL+P2//QOk0in803/wT1SFQiKiTbh7T1TTVlZWMDIyoqrXra6uqgpzyh4OI8i+gewXNDQ04OTJkzhxog+NjQ1a9ywsFhtaW9tw+vRpfPTxRyqsL2G8yclJFfBLJpPq2hYrzyEQEe0ZA3ZERHmlQk0nOn0bfp8KRA+rOQW1EqTaSehrP7aaz4Oc7mEuW/N8FL+v9qTEOIrfn7Xy3hEHsR5raf6IiIS6GFYuyJZw3cISMtEIsqElVb1uOjKPjsmhajeR9sBpKapcJ+G6vpn1cF21Qm88v1rfpJKd37oeslPdAkDbgLaTs4Jc3KM6WeTAu017WG1VbCwR1TOjqpvL5TpSoZxS4bq1ZHLL4T1O5477y88ilx+/hOwOernJfmS5QHU8mYG7THFTl3PjYf7Y2lqlmlZRxnqTEGMq5dlyOIdjbc/9JbTX4M+uT+sIve+Feb7EUZo3ot2wWrh/vGvmUJBcpJwrU02U/df7G8ttN0GlrKV22s/+e1uHW5Fx1dr8letfyXmvEblDqoRMRLQt+ayVSnXLj4CF28DSAyA6U/4zuoy01YavzCewlIiXHc5us+Pm2ZtwO8ocJIB+nOEHzz/AzPLMntpTbTnt3+3RO+hs6sDJ9pOHPv1oIooPR25vO5w1Z8XCzGJFpinr7Cvf+SOsJdfw3/3D/5aV7IhoCzkclQpiEgrKZDLqWT4DjYf5OLn8LCEh82Mr8loZnzzyXWAsK2M8Uu3LuMFZ8fF4CShls7lNN0Azv3bz8Jld3MjQgtIpyZw2fsuG8Zc6VyDTkWVlPIzlZfST1+hVDqHC6cbyssijTKvktfq8bN6HkfHZtH0Um33r43DGazcvN5m+bYvltnn43b+3LYXx18LNamV+FhYW8OjRIywuLiIRT6hlt9uQm1qv0Nd1KplCY2Mjzp49i9bWVjidDtVdxtnd3Y2rV6/iW//+W4X3/tLSEpaXl7C2FoPP18CAHRHRPjBgR0SE9fBPqeBTa7vebSkYrUwwahckMCVtq3aQqOLhsDxzIKx4PosDWQcx3cNYtlstO+N91ex3bHqN6GwrHUgLLG5s70okVXK4WnnviEq/f8zrT9TCPBLR8WY++CeVp7KxmB6um5hEfGwUK3Or6AwF1OFAo3od1Y+S4TpRqXCdBOXCOxiGjq5oPnzrHkA2ugCru1E/0WFrVp8bFlvp/UUiou0Y4TpRrqJdPTC3XwJF8pBuRvhNfm7I/2ycTHW4XRvGUe7PaSqegKdEgq3cyfFKBpy2OwHsdpYPkiSS6Q2/ez1bh9OqyVhWdpcLbtf6Ot08/240NjtLjkPWlfT3uNfXTfF6KvV+P2pBO6LjLpvLbD8QbbQhYKO+aZQZmP33VRrAanq9hO2spS4aq+X5O+r990FtR9VufxXnvwZYuD9HRNWWWAQW7uiPxXu7rlK3lY+SLnx7eW7b4c52ncXJ9v5th3sReIGnM88q0bSqSWVSeGf4PfxMQzt8roO9GbRZNpfF3bGPEIlHyg4n4YXEchKxSGVv0v0iMI54Ms6AHREVmINUBpWjqqPdfjUP2Zy2P683WsJAExMTePHiBcbHx1UgSSp+ra2t6aEumw1OpxMtLS3o6upSFbzOnDmD9vb2QkjOIv/y45PQlrz29u3bGBsbUyEkWT5S7UumJeM5rb3+xvWb2ritqrteCcxaCJjduXMXo6NjiMViKpgk3aUSmFQQk4DTJz/5ycJxbHn+6KOP8Pz5M9Vuaa8xX9Kmksf7c6UDdja7Ff0nTuATn/gE3G53Yf700JyamhqfTGdmZgZPnz7F1NQUlpeX1TynUik1v3KTRa/Xq9ory+xE/wmcPXMWzS2tcGnLMpfLqPnV14deBU3aG4/H8eGHH6r1kUgkCvMu45RQ1/lz5/HKK6/AKChrHk8yldSW2x21DqV6m9PhLCxPn8+PCxcG8dqrr+nzoi0Xmd4PfvADNXw0Gi2E44z1ZQ5ElmLuLmHIU6dO4+bNm/B5fbA77BvWTzWEw2FMT02r97q8f2X+ZHkaQdJSSrXVCHXKcuvq7lLLX9arNX9DXoslh87ODty4cQM//MM/gh+8/74K17322mu4fPklteyN9yQREe0NA3ZERHlG8McIPglz+KnZ37xlmKnSJMxntKmWglLF4SjzshJGu4ttNZwxvnKVAbeb5m4UL1dxWMvW/P4y3lfFIbrGjo0HSdvbNl8Q17i48S704YWIKXTnK/neEdV4/+w3JLmf9w0RUTVY8ncmzQSChXBdemkZqbnNJ0WTR+PGcsdDqcp1QsJ1lQq+MUBHwv4M1ngnEM8nLn0S2oWU6WEFOyI6tsoFAx02WyFE19PeuaGfv2Fvxw4iq+vfMxeDgQ39JNiVymwMdKgQo0P/js/w1vbkxLA5+DjoM+7MX2rneIu79pdZtcNRfb9NonmyvtTJ/Gx2U9U3cVTWF4ODRLRjxWFttw2vtVT3NPGt2cTGDjXQplIK7UzuMthpXuY1Om/HxZ7XoZmszzpcjxWZdyKi4yyXBlae6mG6hVtAeEzrVtnP1IjFgd+dC2sf1eXH63V68dqZm6oaSjnxVBzvPntfBdTq3eLqIu6O3sWnL72pghSHYSG8gIeTj7YdzpK2YGluqaLTvnHuOn7rN/4N2hvbKzpeIqp/uaNQtU77GJfwmlT5kpDY0NAQnj17psJiEkySfhLwMgJ2Ek7y+/0qVHfixAlcunRJPS5evKiCZCrMldUrt0mASV5/9+5dvPPOOyoYZwTpEokkTp8+jU+9+Slcu3oNVqt+YzcjwGZU/7p37x7eeutt1RaZvnSXAJuE1T796U/j9ddfL4TfJCwlw7/99lsILgb1oBj0dsCyRcBri4Cd3WHDq6/exLVr11QoS2SyGanPVgjAjYyMqGU2PDysfp6bm0MkElHzmc7oFeEcdocK6Pkb/GhpbkFvby/OnjuHy5cvq6BdX1+PNuasaoPkNaWJxvhv3bqlHkboTcYnITlZ7snPJvHK9VeMmdiw3CTcJ8tcQnOBQABul1sPJqaSaG1p08adwI3rN/TQofZPxinL7YMPPlDvAwkFGgE0CY0Zi6fU3/zi6oZyqP+NN95Q4Ud5L6gqe6rofPWTp0YVReN9ZFQXLK44WPyz8buaD62bx+vR1lsfBgcH4fF4Nwzn8XjU+vmxL/4YTvSdUCHVl19+GVcuX9FvIE1ERPtSX0eAiYgOmDn8JDZXETuskNLGqnnVDBIVV/crX3mt9FVOxcMaYcWtgoSlKgpuV/FtZw53uZZadtJ+eV8ZYbriEJ0rfxF/l7X0ndpPdjViPptUPycW9IvNZFwStJP3Z/GyNbelmiHNUgHW7Wxe1+vrzxgnQ3ZEVCuMcF0uqlcPSa8sq3Dd2sMhVb2O6tuGcF1x5Tq/FYhscfG/P3+x81b9dzLMTsZB9UnWqb/ogvhIAFl3s6piR0R03BVCUaZKfPZ8mM0c1Gpr71SBOr9P/57t9fngcjnhdOn9PWWquckJcpFM6Bcey8n2WDSKSFS+Y+uhveKgnYTqzJczSPukXQw6lWY+6Wuss/Vgne70a8v7ns6LWy0bxjsMtwrZGRUOi9XL+jKfaK/3SpREVAWZnF5xywh6ufXnwb4GNMbWcKLBVebFB2dqVf+7+1pP6elXq12lSFulnbeW07sLKG0RrquleTsuCuvQCJoZ28VWMiUuXPXYN7xf62U9bpp3IiLameQKsPQICOar1CWWtC9lWaBMlfs9077zfX3Vikerq9sO+vLpq2hpaNl2OKm+thJdqUTrasKTmWFc6L2ArqbO7Qfep1Q6hQ+e31JhhXKkel1IQpGJZMWm/dKpK/i3v/Gv0d3SVbFxEtERlCv8r26Yq+9JqErCVV/96lfx+PFjzM/PqzCSUenLCNcJCWMZQSXpLxXsPvWpT+EXf/EXVahKqtJlM1k1vAwnx/olgCYBOwnbOZ0OFbBbXY3i2rWr6O3r0T7nk3CoSmeb2ymvffvtjQE7Gc+pU6fQ3d2dr7KmV1uTYJsxrYXgwnoltkx2U7XBdaUDdtIet8ulwoUybiPAZ9OWRyy2hunpKfzlX/4lvve976lpyrRlGIfDoU/Xqge3Mml9WVltVvX3Sfo1NTXh85//PL7whS+gre3H1Gus2rxZLetV6mS6EnaUeZEqeRLyM+ZRlrnMv1UdR99cSVGGe/TwEb7/9vdVwM7ldunBu2RKm54EI/vV31SnzanGIcNLQFDeA5OTk+rcTamA3ab3Tg6bpi0V+BobG1XlvLa2Nj3Als0dWiC/mLRPAqHyXpF1YuxLyLwZITqjMuFW7xHj/WX8LPN1sv+kquDocm0+DiGV6mTdfvazn1Wvk4AlK9cREVUGA3ZERFswwnXmqmLFFcYMpSqN7VawqDKZMKqTSSjJHJiSUNFhhqUkyGQOh4mtlsVOyHx1tgEBbXxGGKw4LGWepigXStuOsWzXq735KhayM1dpKxcILG6/BOmKQ3SNrRvnq7XBvWl6S6txNEIfLqy93gjcyTjP5udVhe1ONal5NYftpvLjOMj3zlahQlGp94553oTMVy1UeCSiY0ruHpZJIZdKwZJYQy4WU9Xr0svLSAfX71yZmxwCFraowkE1LzG8Chd6tZ9moI7gGlXsViz671seqDUOjpY7kLvdMDsYh60BaMhXPWMuq35FHgPabpJUscsujkBd8q/tUuVSHlgcm/cLiYiOKnOIyAjXrSWT8Dg334jGCNd1dnapUF1Tc7M6iej1eODxetUJY4Pc1VbISXEzucvqWr5bbG0Ny9p+nDe8Cr9vPWhnhOzM4Tppk5B2GSE72p4RgisVqhu8sPHYWNeVU/pz8wzmV3ox/2h8Q//hp+vHUYzxSdBuK2sx/XSIx1v+Qrlal8lvFza+54ionOKQkITrTJ8bEhDq9dhxzn04n4nBNf07bciy8UIfI2xnblNTLoN2T/UuGDTaKno9PnwYiKqA3K14ZuuQnbG8Ldo3OXc+wG0KNGo7GXi903doy/s4M68/4/1WCJqN5/cDS4XsSgXripjfo4ZqvleL7WjeiYiotGxKD9TNfh9YvA+kI+r8z0Gbzjrx5wsr20YlOhracbnvyrYXjYfXVlX1ta0v7q8/UpHv4/F7+MJLn89f4H9wRgKjmAhObDtcNpZFaDFUsekOnriA3/7P/g+caO+r2DiJ6GgxKmBVKTu0L9JuCXFJEOqv//qv8a1vfUtVrpPKaXLMXgJBEqaT4/QSRpKHfN5LQMwcGJIAlwTgJKT3S7/0S3jzzTfV641lI8NJOExCW/K7EbCTn30+n6quZrfZ8zc02/x3UqbV0NCg/oYaATujip4RbjJXI/N6PSrgJcE+IyAoZF5K/x0uHbCzad9N5TyGHq6T5WVV7QyFwrh160N85StfwdNnT9V8y/xJW4xwnFpe6Uw+kGcrhO5cTn0YCcl9//vfRzAY1B6LKox16vQpVSHPZnWoNstrZJnJvBiVA43gnXRbv4Hh5vbLcnB79OUmy8Fom6xLea0sU3PVNnnIupB+8mwE7PQqgtpyw8YbzJUP2FnV9GSZmMNr1SRhxC9+8YsYezGmKgJKpUGjTRJqlGUt4TsVcMxuXC4GWQey3mS5yPj6+/vVe1DWSzG1Riz6+6e4Sl7JKopERLRjDNgR0b44j8mdk82BLnMwSoJN8nNxMMogASkJRG3F3D+8tDlgN59twdmFeCE0VRwqEgcdljKCbhdONalglDkcZsz/VrbqPzHvUfMk47t9e3pTgNDMCKaZp2ss750uX1m2RtU3nR6yE/sK2A00AYupbcNkxYE68/ulOETX3Lwe2PP7nIhEk1v2H8WSen2jLIP2JtVNn9cWVd3ukjbN6SfLeP4ksP6+yVcKNFTy/WMO1xkBQ/P7Rkgg0LCX948xb4350KS8fwRDdkRHSyJZR/sX5nBdNI1MIAhXcA2RpWWk5uZU9ToVrstL5rT9Jx7Lqi8SjNT+phZCdjdngDmjZ4mDtBK+m9vc+cD6q7CfhOsa10N2VD8KlQm1zwnfZW3fsg1oexdWvAnE8+vT21O15lWa08nDUES0O0ZorUF7dthsG6rWie7uLrS0tqhgXWtLiwrVyV1ZvW7te7jHDY/pO6XTr38vTUbWj7+sGRXi1+KIxddU+E7CebGWjUE7gwTtpCqaOrkuVevyQSeG63bHHK7bKlRnJuG64n4Stit+rQTuCuO+1aKq2Al5F8h6Q50H64iIKsHqsavqdb35sNdgw/5vHrgT7U79AvVgMommnEWFf2bW0iqwJAEgc3DpYpMDba7q3XFbitgvJvT2PgmlCm3cE20fwagWeJjL+zgzrz/j/Qbk16FUFlzb/f6AUb3OCKV6/Hb4kvrFk9V8rxYztrOoM4v2iMyn/h18z+9fIqLjQIJ1gR8AY38FrI7rvx8WbX/oz5bTmI2XvzmjXIR989xNeF3b70c8nHiIROrofe5PLEwgEF5Ad/PBVXeLxqOq+t92F+fbcjYEZxcLFWb261TnSVW57nTn5uMhRERHgXyuyrH29957T4W97t27V6haJ2EiIwgkQSkJXRkVzSSwpQev9MCdhLak4p0E9U6fPq0q2N28eVO91ggXGcE8I2iWlZslq+4WFciShx5L2vxZL/2kPcbDCNoZ7SxmzfeTaaqHzar+ZqvXlrqGIFc6YGe3W+F0OTcsC5n20NAjvPXWW3jr7bdUiE762R12NQ3jb5AE2FRVuvzyMR5G6EzCfsHFIB48fIBkMoWurk5tGXvR1t6mqvgZ05PXG/NtBAVtpvkrR4J9xctNBf7yv29YxlgPQxrtNoaRoGFxOKzc32TpZYyjEEA92Bx+WTJ9OTd14cIgfuqnflpVnnv2/Jl6zy4EFrC0vKTWTTatrzv1nrFYC681j0fmW/qfO3sOfX19hQDdVtM192PAjoioMnhlExHtS/KA7xBVLVuFo8zBLvGKKey0leZthin079/cb2UlhqV2PSAmoTQ8WYCEw5aCO5+X/VCBpU49XHf2YocKR8ky2M38l9I46cHDx/MqZNecr2JnVhzq67vYopb/6VMtm5bnjpavtmxHJ5fQddm5YTnKdGVa43sMZtlKhOvMgUAjTGYsM6OtEpwz83s2ntB1O40vmDm0N22+SC+ev0tud3s7Imt2nDD1k0Ce8b5RLupPErKT9425at9BhOsMsizOX+xU624gH/4z3jfbrbOtyHyd1p6NbeLu0LyajrE9SBsYsiM6GlzO+tq/MMJ1Ur3OGooitDqrqtdtCNctxBHLX4CdPDo3Dj121ivZlTG9zUgq3V9+75vRdgzyITsJ27GKXf1yvaP975K2UxdA1t0Mq7tRfcbA21DtllVEMslgA9FhKq5uZa/RYzhGxTqjfcaz07N+QxojUCfV6vw+P7w+HxoaG9RJdAnENTY1ob21rRCqkzCd17n+em/jesV5tOtPsXAUzflOsaT+HToUDqnxGGG7cCikqtp19XRjNbyqAn1S1S6yqn+vNirbGaG7dNHFVbW6zKtFqtcZAThzOE6Cc1KlTjdT6N7k33zxYCgfkOx6U39/myvbFQfuTuefVVU77S0wHF0/HlFqndX6+pL2Fb/HiIh2xG2DtdGDgf+fvTcBsuw67/u+t6/9lt5eLzPTs69YSAADDAiQIiRSFBWJEiUy1GLHKbuYOFYlsZMqJXZilxNVnJQqSalSqkRlOy5bMl0lOVKUiqskWXJomQApYAAMSQCzYpae6X17vbx9zfl/5577zrv9tt67Mec/aPTrd+8995zv3PfuPcvv/Pu8NuzFLnF+P6XC+z1U7BfnbQbtlJCn40MeGhDv7X++GprPVWxoajBUojGXVwJKliPdJhe7WovJeWJfdq4TOuap0aWgS5Tbd6Dlelqk15/E7GUdKl2ftV7o9eisQ7jbWeM0Cq5TDoT43OAaJfn2oavTx/Uy5TMVul/wMsRq4DojIyOjDspOEd39baLF9/YXrLN0o+SjP15a7OpeB/Dq1NDJrumVK2W6NXN7V/J22AQXuzuzd/cMsEP/wIdPPqSVjZWO+wEMKK2XKLuxg0WcNY0PjtM/+s9+Szw3nt+V9IyMjIwOowDIzUzP0B/+4f9NH3zwAfe7A0QC/1Ot1hg6AkCEvv7Tp0+zK1kmk6EHDx7Q6mqaCoWS7WanYL233nqT03j22WdtqEt3MZPQFTHoVSqXGDTD64bL1+Z82o5wVdlWVKCYdJarb3IIw/uVqnTeYxiv7rGhNJQBP03wkwXYqbTUOXx+LyUSCYbikG92jysV6c0336Rvf/vfcnnjsYRIz09VnFOUBfvBvW90dJTjBie45eVldkybmZmxQTm4pSFuGxsb9N3vvUUXLpyngYEBen34dbssqtwoB1zrUBcKbMRPN6Bcjxuc8dSxetwgjoXID86DMqhj1TaPx80xQH71WDvhMzCKXM/iUACZOuR4kJIgp4fd+X7yyz9Jr157laZnpujdd9+lG+/f4Gt/dnaWNjIbXH64FNbddeloR438qzIjDufOnaOxsbH2sJxLPpuoWCtY8aCd/IyMjIw+CTpcPb5GRkZGh0hOSErBXYCjAEQBggoGA2z57fbs0tdpXTYcuPFRKdP8kpsy+QRNTa82XM9uLzIYtiPntS0I4BhigTh86vlxu/yJWLi57PUuE3ysVTfKxcZkJ0B26wwzboYGAU4puA6A1unj/XzuM8fD5OthdTZdNdGgxbGII1zRYstRfn81s7aldNpJh+sUiOi8XhCvgOXY4fHKFVRUTHR53JsbRe0aq3W1so1laY+/Ed9iKUqr6zmG7/qng/S2tT+um3ZOgbslBUciFqi7V06l6Nh4YtNnBuqpcWvFCHWYy+WpUCjS0lrCrks4O+7n58HIyMjIKbjXkQXXUbZAlbUViq0v0MbcHMN1ldkN3s9AdUdXACPDYPOH5CR9QHaHRYELFnQ1DejPguw+GRzW0yd2srNc7DK3iMTjqrswLF3sDDBpZGS0DbUDcQ7bqpV6HvHaa602qgSwTofqhlPDPLCIQWDdqS4eizNQp4N0fX2db4r6dgwwQ4ODAwzeQYDuANzB3W5pZZlhu5V0mlfOBWy3sDAv9pLgn3K2U452KAEAR1Umo2YBhGsF1Y0knRMam//Ol2Mt9pmxYTsl6XgnoTunqx2/lw2yG2Ip3+wScFTqywnPGhkZGfWiFz1lOuZxs3OdDrIlffv0vWdBSICRJAAVolC0zC5b0mEMMFudTrgkhLZv+eqQV2i56KelvHSxu562FgwBeKXgrCo6fDZ3+lxNijQsmBGuZ4PBBvR1oGV7GqTVH66lm/wYANfi5nG867NFWY+t6lDUsQLrVB3acF2gGQA9TPWJp9NWcJ197RoZGRkZWRLf+0vvE936x0TZbive7Y1K4pnnny5mKVPp/B3t8/jo5TNXeRJ2Nz1afET5Yr7rfkdVk4uTlDn1aYoGo7ue9uLGEn00dbO145AmT81DC3OLuzJxfbR/hP73/+R/o8vHL+04LSMjI6PDodbfjcvLi/Tx/Xv0ww9+SJnsBoXCQbFnjV3ZQMFhDtmXv/xl+tznPksnJk6Q3xfgPvipqSn6V//q/6W3336bXesqlTK7xAE0m52boXsf36HllSUaHuUfxB0AACAASURBVBrm9CrVMtXqFc6Hy1W3v6vhEqZgM84lvy9hKOxbs6C1Os+9q3NaLpdHgk/sqgZ4qWr9yPYjprIpBzjkyeOV7nOAxzB+8dxzz9Ev/MIvMPgGAEyeWIJ9yt0N+wNEw3kGBwYp1hcX+/pofX2dHj58QB988CHNzs7RQP8gu+tVKjWG6YOi/FeuXKGf/umfpjNnzlJ/f5LzUiqV6M7du/Rnf/ZndOPGDVpaWmLIz4YDxb/3b7xPExMT9Prrr1swYs3+IZeMG9z+kE85Xa9u/8hwKuBNxqVWrW35nqjgOQWFKcjP7w/Sy6+8TF/7+a9RIBhgZzyGIt0y7+pY1FC9huNcNDw8zAAawDwnjNfr9dkhp1vaG+fHdZtOr9CHH37E1xwcA99440fptc+8zu8/fvxY1NEdun3rNt2/f5+hSACnVXFt4TpCObPZPMVifXT69Bl69tnnaHR0jGS8O+TU4WJ32MYBjYyMjI6iDGBnZGRkpEnCR5iMJV2wAO/AZQ2gHWAe5WKnO3FFIyXbgUwBRFA9FKWIq2rbj/eier3RIOD0YxI+A6BE06sMbrHr23LOdiJTzmF74UaGcwAcg1BuJywm7bzVChrtH855ZZKqjFGxVGEnMjiQoSwLy7lNDna6EHMVb5wbcJrXs7UBy4p1u1vZaEycwnm3Kj0uUDvXOsSqFVynwDplS99rg6Y7iNawia+Jc1CpYrngyZgjhns5NIC46DFRjoc4L8fBAdepFVN6AexUuVCHClAcpCJlsmFZLhF3mmyAksbFzsjI6CCk4Lr6zDxVVtO8Nja71x10xox2V4sFG7I7LFKwnw3azYmfoLXquoGyjqayFmQHZRaIBs6Jh+lVorJVoR4f1V29P0caGRk93dJBIX1l1cOiJriuXCavBg0BflJw3fBwigfNT506ZTvVDadSNlAHUM4bkJOrGo7wZPfPQGhPFju4aOJ4+9ixhnN8pZhh+A7Q3ezSPK8Wu7a2RtPT05yn9Eqa5ubmaULkbfLhQ8oXZL+DHmmU02etottO3QZ/kZ9gh8cQ1V5WguveYRagt+dem7FhubjD6H5NPF6fjPlbHFkgzA/HdnVMPFzedGw8mqZUQl1PefucAO3gZodrS7kP5nNeCoUb10Yv9XXQ0gHaowAEGhnthdya65lRCzncuAB76ZBQKOptgGyBzfefoNdNhUr7BfW2sz0Z8FC6aOVJwUniO3vZj++xEv+pO+q1ytde5k/XaMRnb5/P4VqT9xq4ANZwX8kjz9VGnKu685k4ri/M7zvBLJTtdNSz5/l/2rer+lPX2+VkoAmyQ528s5BlgO76ZIuxBNHm1uE6dh+06hBpQQqq26/PTy/bVXnx+Z4RD0w3qyKP4RDdWRDPpwWHW5/78D7ndFPduPkaGRntWOI7cO4tolv/kKi4emC5+DPxjPH9jUzX/Z45foUG+ga67oc27O3Zu10BsaOsjcIGzabn6Nzo2V1NF+5D7z+8Qdli5zkGADQ2FjNUcCzWsx2lEsP0G9/8X+jFsy/sOC0jIyOjw6XN96HFxUWanHzEC9YBmFIOZQDGIqEIu3R95jOv0o/8yI9QIpkgr8fHwNu5c2f5GLiyARaD4BIHsGtlZYUBvLm5WYr19ZE/4LdAscYCKqp/F3M2GWYTaWazWZ7nyC536AO24LpCoUClUtFaAL9OFkMmf1PdBsFU2npXvoKbFDQGKD6VSokyfYZd5hqQfBvADnMIxT3G6/MyYLW+tk43b94S5Zvm/MLdDnnkn3KFjp05TS+99BJ94Qtf4LGTSER1rtdpdGyMXd2QBsY1AN0pNzvEYVqk+fDhQwYWsZ8O0PGPq1E2VfZGndbtcti1vY0+dN29T/1WrwHMXbt2jUKiLcsOb3UrH8oFT+WiLgE7lE057unuhe21lfxurd8d1x+u8+9+97v0zjvvcD5OnDhBx44do6GhYUqKa/vipYv897PPPCv2neRxJjgO4lpGfcG5UJSKLly4wBDkyZOnRD1FxTXTefzIzBswMjIy2n0ZwM7IyMjIEmA1QEKA7OCmBugL8BRALHZZu00M8wCiggJDwTbAnbXaanyZXMEAT3LqFbBTwkM2HvpxrAKlkHZso8DnR34UlLbbzl1OiAzwGM6JMipYjPdTLmxdpOzSs6KR68pn2FkNoNvj+XXbfaydq5qKtZI+Ua4X2Q05zV2vuFjg80JbdXPrBaxDnJxOh5AO1x2EVJn30ulNwXWICT4fCspMWJPi1IS/7diyYw0axLDuCRI+bficKVdH1IUCTo2MjIz2W65inrvhqtkM1dZWqJJO08LcBiW1fYx73dEXVsTDinEM2R0GOUA/gHYB0ADjM0QF64JbJwPZHVUBsoOC56iWXST3wFnplkly4MDl8eF/B5c/IyOjI6nuq3cerJAzgEL+UOMep+A6uNaNj4+zY93YQIoS/UlKjY+I7XGG6NDW9PkDXfteQuH22xKJeMv3MQANN/WlxQWG+RRoh0FbDOwrAbKDAAk6YUGo20Bzt7rp1h/ihAfDoVCbPXdHnfLbrqz6+5/76jCNJCcZkkt6/eTvK8n1riyl+P+llumk7O2tlRKPa/NL6zQSl7AdveazHe1sN7vrRIPifHcoSKHa5gl05Wr10IJr7dwpjYyeNtXq1e47Pc1S/eEAvzyN72yAXhf6QrZDHOCghL/1912wzfvb3V6t1anP66KyuOuPkscBCMn+YziDdcvXXuWv3XbECs56pHcHuMrSxS5faYbrLF2NbobrAGahbICjgu79y//TvL3Pa9VNtgHZwY1wTbSnUT/K3c2uQ/VZseAzBdddjPts1zrU4WjEQz6MV7g7QKAHUP6geBS+vUb0ZFF+P97bqFAN12hZW4zAdus7vO2CbnId0mc0IyOjI6TF94hu/aMDhevSriD9s/lVKnVp20VDUXrx9As86b6bStUSTS8fjBvffglzTuDSt9uA3eTiY3q08LDrfvVindKL6R2fbyg+RP/Tf/gP6LXLn9lxWkZGRkZHQQDspqanqFwqcx++DZyJpgkWz3v55Zfp0qXLNDQ0JL7rq8xSwZEMf8Op7eOPP6Yf/OAHNohWc9UYNMtkMrSwsEDHjx1nwM4p5ZCGc+I1nOEAQKltHmuRNYBrGAdYW1+jaq3a6Pve5hwPPt4C6UrFElXcqu/eovaI2OlO7RsOhRmu43xVa7zA361bt/i30+UNQB5i8sorr9Dp06c5v9gmF7p30bHxY+zo9/0b36fJx5P06NEjCfmJGCBGiNn8/DyDXcePH2eHu8MirgtRr8VikeOCuRkufgbSwT7LldDtaXYHpMb8VKeb277kXfyDu+AHH3xAv/07v00fffQRQ5vRSJSSySTX1bPPPkvXXr3G8Nzzz39K5N1Di0uL9PG9j+mtt96ywcdEop9ee+01+uIXv8igpgI3D3LOqZGRkdHTKAPYGRkZGZF0fwNYpgAdHbSDFMwG57iPSUJnOnBnw3YbBRuwwqBwtJRjIC0Y6m0im76iPF4DKIrHIhTkiVI58SAdlODScpTzomYf7TZYhPIriAywFOAxlKnJic3TfAtpVz5RcqqKRoSrlGe4bm6p1uRehzir/OvOYxxjIhuiAqi1ldarPnELDY1MtsTnhXTXvF5jp8DD0ycTm8C6kxNJq85Jc61Dfv0tneugrTR6dtpAgvviXkuH68YvJuncYJxOH+/nWAT8YY4B5LxuoF7Kx9CpuJYi1QpVRUyjIXmtoA4+tvbRXR2Ni52RkdG+Klsg91qWSqtpiq0vUCxTJzV1xcB1nwyhHkvlMoWtyfJpau++uy9alOdPDvW13r4q7q2JegOyi4rnj4yZiH3k5L0n/ndefMcsEBWi5Ip45TQ4j6/bkUZGRkaHVjoY5NUGBMPWKqvKtQ4Dj6nRER58HBkZaXKtc8J1Hh5o3ZuBRdWGx/mURi28CwPTAwMDPBid7E9SeiVlg3bKHa2UL3CZ8eMEto4iJLXVvi1IvZbllTGY/2iS5thhTjzThEt4uKIU5gDsklnwcMRNC9ma5XKH56YZoisTBMiuSdeTRBGZpzvZIJULxUPtXKd0WOE/IyOjQySAQnCpgpuaBWkD9hr0u22HOKVu3+279b1ow0hYdVu0bMCrsQuYlh89b/uVL6ec50UeAciNhWr04kaW1sf76M70hnQEc1lOdpCCszSgMV6v8rGAszitgIvhulZl26/ytNNRuP/1KlVmj3W7RNzTZQlwXowDQivjyUBKLWKgLWag3Ov4MxOsNMF1SAtwndez+V68WzHcSp0VxEdcufWlyzVaLlYZIJwS12ot72qG64yMjIyMiDKPxY3gHxMVdw5JbVvie/53lgr0pIsLGhxsXj5zlUL+3hbQmV2ZpXL1k/+9P5OepWK5SAHf7gABhVKB3n/4vohdpeN+HnF/XZlJU7Wys4U++vv66df+0t+nL376x3aUjpGRkdFREsC21fSq7DcmCbRBcBANBAM0MTFBsRgGtHVnM/kzOjZKL774YsPBzuNhOA1g2cmJkzTQP8AwHu6bupMcpF4DwgKI9+1vf5tu3rxpn0OZHzC4JtIDeIbv+U0Oa5sc7Bp/6z/qmEw2Q+9cf4f+3t/7ezYUKPvMiZ3I1P5w8ksmkvS1r3+NnrnyjL1IIlzM4GoG6E86/Un3OmzHwn9wQMOChIDPZF9L49yyvH46fvwEjY2O0cMHD+08oIyA19KraZqemabBocFDA9gp0PG9996jX/u1X5N5Fu1uj8dLtaq897LjnygDAE0sxvhLv/yX6ML5C7YbIOrzoCA0XDcL8wsMND5+/JivScQWec3n83Tnzh3e9r3vfY/B0bGxMbp48SKDd6jLr3/96wxPIgY+n58S4rrA2BOuXa5X65+RkZGR0f7JAHZGRkZGlnQgZ1J7rYN3SjaAZrnbAXgrArSrlSi1kmfQDnARAKvEFp1D1IO+evAHkIT+QUwaA5wGkK9oudgBulMQ4G5JubQphzYATMqJLBwOcX7UYHhPjZJ6jVdSLxSKlMl7ebUNSLnXTd5e7JqEgte2o5pjwhrAvk6ueZ2EOkdMTl8csh3rUM8jg25KDcqK1kEy2TXg2lq8dkmYaFgoNUNmepl3E0DDNaNgTAXXseOh5V4XdNgEbCcODJxi8gF5uHEc9Gdt58hhy9ER5TNOdkZGRvuterZiu9dFZja4+3I6M0/DB50xoz1RzpqYhK7m4iFgnNKLG/ZruCYGxsX/YKYzUm9AdkoGsjv8Qv1EmyfpuQuNlZTxfcMXHyZKuI2DnZGRUW/S218HPXFaAWVVcT9FTryBAPmCjQHciVOnbLBufGyMYvE4g3WJSIxd6+AghxVtvYFoE1y3HZf0XoX4KTd2ojifm2iWIbt4LE6lTJ4Hc+dmZymeSFA4EqFcVrZJAdnp8VeQ3VEE65zS600XADUlTzEnnpc6E3NzaQnZxVt1++zAONjlr4nn8c2QXUpzs9uk60l2tNPLcNCfmcOSByMjoyMqd7NLVZxd/+Q9U4FCcFNrJ/X9A+c5XeUtTOjxORbMU/3k6DMPel2iHWvB1xZYt918bSVPnfKI/OkLICoBsDoTLNEMu57l6WrSS9cxL7+kwXUKrNOBRgec1U0o007K0qpcnjZAn9Jux/Mg1K4OdekwJyC7NZd8HlsPhyQwKYR6VYJ7nQIknfXXybluJ3XYa53p5ypU6vQgI6/D+VxFwoMFq/zowypY12jJAYIaGRkZPY3CgrR3f5soO9N93z3ULdHW/X+W1ngWQSelEsN0aexiT2kiramVgy3XfqlYKdJqbpVS8U7e9r3r5vRNWljvPl+lslGlzHpmR+dKROL093/p79JPvfyTO0rHyMjI6KgJgFE2myWX1ZbieXxW0wTAWCKZIL9ftIjqer95nf8eHhqiT3/60xSJRGxgrlqt8bZEIs6gUijUvg9agVdwE5udnWVwDed2yf8xm6buyTzOUCcbZGpuWyq4TvuzjQAA4lzpdNqG62R66qfOMBUW8BtJjdDnP/95OyYKqAOUiH2QJzXvEXPl8BOPJ3icRJaP/9+UKbeIM7ZHo1EJB1rtfXbsE/8YshN5Kx+yBVlqok5nZmdsmBLXC/IMVz/+G7GpVsjv8/NijD/x5Z/kGCknQrXPQQh1puC6jfUNCoVDDNcpgDOXy9HGxgatrKyws2Dsbozu379Px08cpzOnz9ALL7xA58+fZ3hSdzpUdUdmvT0jIyOjfZcB7IyMjIy6qOqA7aAGwAMYLceOaE7QDpIAUIIC/lwTeIUBuG4P9Wq71xrwqlnHs6Pb/Lq9H6AvaHIXgSkFkin3OgUyycba1p7a0VAAXLe05mIXuZWNAj228t8L5KbODQXbTOBqd157pZnK9hqFqr4hHSLT4ToFkfkDwaZJfQdty13QJoTtlwBjAgBFnR0bT9judbsVC90BUF0LcHSEm6SRkZHRfsruoLM6eZV7nb88Q/TxOg2vLVD9yc2DzKLRDuUXty6vtzVBd+DudS3U1snO6Ogrs0C15fvkHhCvI8NERS9Gmw46V0ZGRodYrZzSDpMUXKcLrnUQ4LqTp0/xip0nT55kgA2OdQqsU651EKA3n1++1tuKuy2ki/OgTwfnDJYqFPQfo8JglSpFObEqMZ1kpz042WHVWQxOKwGyK2cb/TVHEa4DKAdVA7KPBHBdJpJouW+UVpsANT7OGqgvlbHqviz/nbt4nafnXvMxZBcPO56vdgDXyUyL6yJUo5Q4TT3v5vPiHGuiKCNJ5Z5HlLoyzG56yM/Jq+mWkN1h/0wZGRkZNala3wR6UdDDsBAE2EtBbJ3khK62Cwyp4xQ4hPQUnFTWbomt4LNWk6N2K1/t8qjnT638DgGwWi766VIQ9ytAdkUJ2a3LcaCmmAcbi6EAzroY98syWuBgO/e63YTr9HIRl6mza95uxvMg1K4OIZQbcVcwZ1LUx+21kgQm89ZOoo19YThIlJNv4PNyKegSdefb9JlpB3/uRh3iWCeU2m3/dLHGYB2c65ZKJVpzedm9juWE64yMjIyedk3/G6Kl9w80C3hU+835HOW69A1gQvar56713NeB+RArmeXdyOKhV6lSEmVN7wpgt5pdpR9MfsAT+jvJ5/LRzNTspoWdt6JIMEL/7Tf+Dv3cZ35222kYGRkZHVUB5IIrG7dL6w33OLnQukc60PFiKY3vWeXylkgk2M3r8uXLVrvWZbnB1ayfugXQFTcdq79WcN6m1+K8bpJ5wfc8ftS2bgufOV3z1A/SAMQGsLAZsGvMFYU7HbbD5Qyxwb3IYy2uiuOxHVJxgpOZEuKFeQx6vJr7Tmo8t9Pj9VhAYpXThFugckTLi/bvTl1Zt6tWMVMxR0wAF9qOdC53o3/GJa+lYCBIoVCYyiJGam6oDqIdxHzNcrlE9+7doydPnnC81XWO/KEciD3KotwSl5eXGSZ88603GbT8yk9/hX7u536OAbtaTcKcqsyNwO17sYyMjIyeahnAzsjIaEfyH8GJQTsRYDsdsgOI9uDRqgW5OUG7An3u5Qmaml5l0CgRk8fBBc7j3t6kWMBcEKAinOPu5NqulMsp3Y2MgT6cO1TZVlqA2wqlKmWyNXrwZIXWV/LsIodYIW6T1H1FMJRbnt/fU0ey3tDF+eGgt7qao/laiZ3zFNg3WS1RJ++P6oCPJjx+6VYoYnL24rDt6Kec64L+Ok+y28sV83eq4mLzzDQFjeJa3pGT3bk4eZblJLjhAXl9n5xI2nAdXP08beCE3RDO82gyTdPiWoWbJIDX7TgTGhkZHT4VS4f3+YI78PTO3VyOKmsrVMFE6o/XqTz9AflnQsRduIs7nRlstN/yWx2T3tH2wFoSjy5DHdxYUO8HsD1wAXneIBppc5xyrzNOdodfqB80LzK3QCqQuzBMVJALVNQ94o1AmVxdHIEOq/x+0w1lZLSXUvDWYQaC0FLPW4PDwUBjEZ1oX0Q611lw3ZnTpyk5OCra3B6KxyIMuemDyPulpsFrv5+UQbvqc8CAKMC/8ExEAoHhMLvZlYpFymQztLy071k+VAqUC5QjjwXXEd3JBhliY5hN6IdvlRmyA/iW2u3xfOtW6QrWKJWUr3n6nXiUUrCdcrUD7CehPylAhAayMzIyOnKqahO//Fqvt7VAx2BIbtdBIQnztJ6h0wq6KlS21pZUMJITtMP91QfgyQafmo/Z63y1yqOSmvykhHilyxJOhPOZdEWVkB3LCTRSw/1sIOBrcuTrVK7dKItTnZwAlXY7ngehbnUYFC993kY9pMteelz30ph4Jrgp2t/uULNzHeC640MeGnB5GJAcjXi25C633fghf1wPok68PTrNpcs1huvgXHeLuyHlON71WXF95q0xPZfbcrQ0MjIyeoqVmyW6/3viO3Z78x12S3+6XqEb2e7jRmdHztKxgWM9p4uJ2unc6k6ydmSE/pjljd2BCd998B5lCt1d6XJLOXY+2q6C/iD9nW/8V/SNz31922kYGRkZHWUxKOV22zCcaq8BOILYoayO/dCuBlCm4Dj1WrWPlLNXY04gjlHgHcNspINmmjMdWaBfsWg76bFDHPJgOdkBdoOjnppz2A2wa1tekSYczbK5LINfOD87sdUaeUJelLOZcqpzzjtUbU8F/Sl5PF4es3AB2FJ9QfZCM/JvOL0hDzhWOd8hzjivOh/2rYlnCOzLELlu0GdBazhOjY/obnl4zYsT+rzsmMdAnKdRzwrkU3lngK5Wt4G4VuL8lcocE3WtIB0858gzuzj/+ME+KoaqD8B2JTwAlcsVevDgAS0sLpA/4Od8qLzJwon/XA2XQsCPYW+Yy4u4A86bmZnlOlWXgapzQIe4buFIqOLapHqbQhsgz8jIyGhHMjObjIyMdqTSUzi5RIeTfnhzgZ3NAPWsWJOmVjPi4Xdyjc5P8GgrPXMpRXNLmIGV44lhDGOhsdPjAJlTcAdLreRpWrzGOXYTslPwIGAp3Y0skQhz3rcLkWXyXlpdXWW4Du51gNwQp24wFJzidqJyqchwnVqpRgfNAEh2gusQi2MaXKdigvpswHUeXj1fh8gO2rlOiaHG/ObbvA7U7QSu42vFgusQI+Xsh2tFB0p3GzzU4wtHRAj1sj4gP2MrT/nkRSOjT4oC/iPwfFG1XDaswdDY+gLDdVCx+h7/zpUPn9OZUXvZcJ12X5fQmkOt3jvo7eMzxHBdO+lAnYHrDrdU/WRvEkUuW+8tyN8D58gVfCC+ZM4ThY+ma2GpdLCTWIyMjA5OCv7z+nzUZ03094eCNHHqFA0Pp6gv1kfjY2M0mhqh0cEUO9apNjd0WNra7YT85tazdHLi5KZtmY0sO9lBuewOFrk5YKEOigMpXkgiluxvuQ/j4BHxDLU83/S+z5encjnU9B6Atgvn8/bf9ZKbXJH9e06Jc7dFmR30UlcmxOtJueG6pPHuWIReRdSZgeuMjIyOpCwntavRxsQbOLHxphbglXLggjYq8ne6WGeAZ/uSk6CUQ52EzSRcxy5jOJ/IiwKSGnBdaxVqgJdU3hr52u08YuYT8hKyBhB4mxW7wVCJxtglrCihOriDac51F8b7+HgAjYi3XibdHU8H21B+xHrnZWlW0le3Yx5yDIYgD3sTz4NQM6UvHedkGfq8Lo47/2jbT7h89KReoMueOnYSv2s0NhxhMBJ1h+3q8xLyqEmcDVUw8c+qO2i79adfd0hLQXatJnA06qxxTrjXbXKu23RgTYZom2OSRkZGRkdf4jv6zj8RX6AH6/C2Xq3TP1wqdvUqjQTC9MqZq1tKG5O3M/nuoNgnRRs9QHHd9GR5ij6eu991P1/NR1PT09s+D9wI//bXf5X+8hu/fOj7toyMjIz2Sl6ftwGu1RrwmnLzYlCqrkA6bCMia4EazPeD2xcApGrVWkxF7FYRx0QiYZqYOEnJZH/L71h9vhqAplA4RIOBQdstDaCZ0zVOAWg7EaC0WCxGp06fYthOwXM6YAf4LRQKUSqVYpc+LnFNOurh+GBQ9k0jLz5rPEXlGdB3sViius4eOoT04VBnw21UtyE6lDkYCjKohzQYcNTE9YMdnZCYplp9Myin6kB39lPpWRs63gsB6A0ODnI8lHMfHw83N9Ic7ERsRkdGRYzjXBY7TRc13O72WpZDHeorm83SzMwMPXz0kFZWVuz64izpzoKqHCRjhPKWSUKCOKYBJdbta3RjY4MePXpE8/Pz9PLLL9vXipGRkZHR3ssAdkZGRkbblIKTJjVXOwjgFsQucMt5hspW+7BvmEYGiYKlCvkCrVLcmhgqWtz9jlLpxidd8uBGxsBUxC8aKP5tpQfADSDUykaB4boHtxfZvQ5SsWqXBwjnhzCxrh6KqiVRusrZwMP5IZxbP283yEx3rgNABuAQcN3YyABvl41396HtENXLvRcCYIoYQXD2w7WSGpR1BoeBvY4LOyzOr9t/49ppd10ZGRkZ7YbYvc6C6+oWQFdZTdPq3AZhKm79yU25o3GvO1Ly67cryx2O4ToG1464cJvc2ZoFRgcpy8WOxGN/LZggd9BUppGR0dFSRWube61BUZ8FzSm47sTECRoZGaHB/gEaTqUoHIuwKxzgOixStJfO6DsV+gQkBBgXzw3EA56lTAMa8wcCND87xw59kw8fcgwKRbkIkNd3eMulqxqQbXy/KKeC6+5ffLHlvmduv0fr6RWu42ohS0U4rrZYdOKR5mI3vzpG8She73IfV4fH8eGImxayNRuyg5MdkEAd+ANoB8c9A9cZGRkdVV1NyiFg5cg16Jf3Hd1NzQl86bAXQCHAO3DHWrLcZ7eqQX9jTAEOcACWAH3BEUznvZzAn8e9uU+Z4SItb5DKH7TdPIaiXoqU3Jw/SOZROusFcZ+3XfYkZLdc9NNSvsxxvZ62FhAJeux4Uy7PoNagX3etay6THmtMsdLj/bhepnxm5wuTIPbSdc9vlwVS/fXIA+A6HQzD+aGd1PlBCnUJKTgO9cjXYqi/rAAAIABJREFUVq25DgCzYfvFOD4TZRpzuSkurq/BYMWOm30dBFqPb7T6rEBbiZ1+LlxfOmTXalKgXmf69bKUd9FMoXHNsHudUwauMzIyepo1822ixfcONAu44/8L8dww2+Ue4Rbf/Z86+SmKhbfWB1woF3ii+9OiXlznOgkwx1/c+wsqVzsvkukW/9LTqww8bEeY9P9ff/1X6a/82F+2XZqMjIyMnkbBGQ4wGTuYuWrynlUnG67LZDPsAAbVm+5nEjD66KOP6Fv/4lvs9sVuaqJ5A0ev8bFx+qmf+im6cuUZBtp0oU0FUA3tKpwjEozwGMTZs2dtlzWAZYCcIMBod+7codnZWYbTdEBsq/KLtt7ExAR99nOfpWAgyOdjF7Z6Y/EWgHLYL5lM0tjYGJ+Lndhc0rUtHo/zezrsh+0oCxscrK83tRsVkKXKXiwUGRhEDBRcxy5zIi+oj3gszufXj1dQm4LnVOxKpXKTix7Hri7Bu7KIVUXkUT+3np6CHHX3QpXXZpfAushPgOvn9ddf57xhm14XgNlQTz6/j5KJJNcnwEn9HPr591IKEEV9AarDtfP48WO+XgHLKac+le/mg6041eV1gH1wvQwPD0no1AJJ8RrX4/Xr1zn98+fPG8DOyMjIaB9lADsjIyOjXVArSOvBo1V2PXs8H5IQkFA0kqCgv0jRvu05TsAZTBdcwxLLu+vaxWCgSBfudQquk+ftHbBTDQml1dUcg4ZLy3kGvXpxr0MelHD+YDBMgWpB3LlCHY5qlnKvg5sbhPPr6gTXARwDrKWc6wDXATg8Np6gRMzPjblepRpwsiEk81KtlDl/naSc93Sp1ft1YcKhEtJcXc+xe51yeNttKaDUGSMIdaWDdbvtYKeklxkwaGw5akOEyNfkDtz5jIyMjLpJgXWuYp4qWTmQN5ypkyv8hCcdG7ju6Eq51x05uG7E8XdQ66jdLR4r2uKebtzw9kcWZOcuDIsHxHUDTBoZGbXUYV30RckJ1w0MDlM0EqXh1DCdPn2aLp+7yO+nxkfIG4hy2zcclu1MfSB2u2q3mup2pQ8mI5+qjYq8Q/5oc99FeH2Dnezmpp7Y72GVXa+2+mynPKFfw1q0tqX0NjKUy+fb7Ll9ZSKJJrjO1XepaXt5dpq3AbKrZVclmGf1DaFk7GJXqLPD3VLoBNF1deQkpRI+Khe95CerH4NdVjpkRm1vF5Ns5+Nd/hql/NI1D1Md8+UQPfeahP1sJzvoepI+cIQS0KgPExPq25tgZ2RktDtyuzp9STyFqjZ/J104k2DQCxDYWMjL4BBAHgBDPl4xu950b20GvqRuposMCt0veGnG8V2INGfy7fu21faxkEwPrmDHh8RrXofQSycAq1mTypyOdYCgOt0TARYhbxDyB7hoTVwPeh57zR+/5i6cmshjmZ3LANC9NhxiiKnP21gOXoJWEsRDWW49qTBUd322ipsckVUOxBxS8dbBOr1cuguZKpOKN4bve81/u+33CzV6ZlDc78pekXeP7ZhnzR3k+ma4T4MVAWs9WZTjF7c6dG1tJb77ut0CHsfEY9grsSpdTgYoWXGxSyKuM8QA9cHQpK/O21FPgOIGAvKZTIF1kHT/a/0M2g5Elddjb/m/FCyzIyJRiJJxP6eHc/qotQ0B6kw5DapzPlmrirqqs6MiA58FTNoUZSlrFfgJg+vqLdwTjIyMjNqquEJ093fErX7n8PpO9FB8x/9fK93b6UOxIbpy7PKW08+Vd78P4DCrUNpZeW9O3aKFtcUeTkS0upze1jnwrP1ffPVv0l/94l9hFzsjIyOjp1mJeIIGBwYZ9oIAkMHBq1wpUyaToZsf3aQL5y/SiRPHGE6uMrAl91tYWKAPPviA/t2fv0lou2OuHuCufL5Aly5epDfeeMOCsKgBYlltbwbFRDsQMN6x+DF66aWX6Jd/6ZcY5FKQlwuwHfpEyiX6rd/6LVpcXOT9AUW56hYkxovuyx/VVsN29nlzgGL4Dae8s+fO0te+9jUKiHMpoE8ea+WtJiEqwFgKmgKEh3TD4TAdO3aMfzuFdCYnJ9nV7NKlS01ldlmOc4VigZ48eUJzc3PSFa0m53Ai/oDrAPWNj4/za6/XQ9FolPPM8CJRA0CEQ66on5WVZUqvrvB+fp9fQnJ1NxXyWY7XyvIK5fI5Lgu2Kfc8vEaa+HGO7zTnW/a3+MXxZ86coa/8zFc4bohFzYLNeB+XdPlzi2tExi3ZBNepvO+HkDcFzyMGH374Ia2trdkgosqv3Q9U3zxGhescsYn2RenKlStc57jG1bUMuPHhw4dclwD3EFcjIyMjo/2TacUZGRntSH4zkNFRdyfXGBRbtzpME9kSRUNuPPETr3i6DQF6i20U6IR4DTe4nQigVFVz4AOYBAGWAhQIpzaiCrvHOSdrtZNt416VjSUFic3XSuy4p8N11QEf0UpzfnThGHbP8zcaGS7qPoEJA6UA2JBnnB+wmRLOz/tY5dYhO+f5X3ppnH8ruI6Bw1BFpLu5EdtOOmyImORy+Sborx0IBygR7nNwzNOlHP0gxEaqJCFEUU9IV6X54MmKDTbutnCtnD4pG/m4xpW7H/Kw13CdEq7P1dUgpUQZi3B0HAiL+l3b03MaGRntj4qlQ/x8oVa0XNmgWi5H7rUsVdJygK14Z4Phukql86qXkL/N3JZSvfX20hbm77ZLe7vpfdKE+LQqv4LrGJC8YC2GAHAt6AgoJoY73zts2xM7qGCAdADndKAuog3qPxDPIqfV89PNxvsKtlPHG7VWt/jo27M3m2OfWSAaf1F8D62KP4b3NJt7JX+PbQojI6Ot6zDCPsq9rlouMw8VtAgxwHVQsl8O5I4NpBis013r/NbKrtBhhgcZGvT5eHB6cFBOqEe7WCkclKDdw+JDdrGD8qUShRyL9nQro55mKzkX8AmHel+cqJta5Q1wXTk13vQee8DMEqUXT5EnskL+/By/7xHxqVoLVOA6hSvcBXq8Kc10pUQp9Uc3bqYTXNfr8ShHskYpDtU6hfhRcIZSr/noh281nuf11X/VNV3G4LdxtjMyOlDV6tXuOz2NAmjncVFMg+vOWK5c0iVLuXg1Q2w6XAfI5/ZaiWGh76SJpjayDae2LQjwGaAfCHlZwyKBg2XxXe+ljUqdEqJxrmA6/Tmm3T0Rff7KbQ2y4b9ChfMIbTWfzjyOuRCjkii/dBUbFTeMoPi693ldHCM4weH9O/Oyv30diwGI+F6NNuA6uAUeH2yco1V5bLjNKg9gqZ3G+8J4Y1HHm6JNedlTo/iii064KraTm4IZZZ6az39nI89wWBOsdUSkl52Vr9DtusuGHEe9Muaq/PitgEmAbbp0x7pGzFpfkwqua8QO9SfBtm7xk46H4nohuEtWOS0F9uHz0Sc2ex1gnPqM4vMJuO72WtmuL9a6Gmeyvh8/YWCdkss8gxkZGW1Fd/6phOwOUBiL+D+XipStdn5+9Xm89NLpFyng27zYbjdVq0fnvr0bqu6gDyxXytP1++92dfyD3/LC1GIPM1M2C89av/Lv/XX6j7/8TfJ7e1+02cjIyOiTqqGhIYaHMD4AaAhfrgCUfF4f5fN5ev/G+3Tu3Dl28IKbGzuwiTZyLpujGzdu0HvvvUdra6sMHgFIqoj7Hly+8F0OpzeAYu2k3NYAhg30D9CFCxd5f9lUd9vOcQDsAJ7B0a6uvv17aVLVtR9tf4wXwLWPXeJIusLJxaIa/SCqLwRudBhjQHwAbQFku3DhAr355ps2lMjZEceh/Hfv3qV33nmHY4rxFcQA+5VKRZqdnaEPPvyAPrr5ETur4X3lhgZHO5QxlUrxTyDgZ1gtFApzGoDsAIsxAOmSABnq58HDB/Ttb3+bXnjhBRobHeO8FopFhr++973v0tT0FKetAD3lzBaN9lGsLyZd9Jrc6toL8Uf9KOc/BSLqfUeyT8NFGxvrVCwGGERUed4P2c50FgQ3Pz9Pt2/f5lhtyoN+XbiI9AcLAHOIJT4fuP5TqRFxPOpLpo+Ywrluamqq6TowMjIyMtofmZlNRkZGO1LJDGR0FNzgAJXBxQ5A3Gpfjl3salsAE/VVNuSEqhqDTACnTl8cIrq9yG5525EO1ynBjQxSYBfOiQluHtGw7aUxouA6AG7oJgbwBVCsuFhghzEF100tZHk+k+pK1vOBuAHyOzcYl3mwVrhHHuo9tGAVhLe2npXAWbZmQ47O8reScmZD3V367HHbuQ4QWyIW5nz0Ih2uw2sF1y2tuThPgOiglY3GaqLOfG7K92TadkSEVD1Jt0Evp4tJACrtvRLiAyn3OuQJeXA67O1lA1YHJ5Vw7eymo6ORkdHBKOA/XM8XTZ196PRd2aB6TnzPZgtUWVuh2PoCTWfmacjaBaBWK8iuF/Ct3T7toLBe0uz1PE8LdKfKWbRu54GyBtcNWTO14V4HuI6d4VoFpluwDnj7ThzOnPBXxLFi7unc5m0AwRQYZuC6znLCi62kb1eQHVzsgueotnyf3JFhxyDC0VGpi4OzkZHRJ1eArOBex851fREaHk7RqVOnaDQ1Qon+ZBNchza3vSppCzld4nWHeLXIj1rUBqoUMx3zplznIAWyqbxw3rX8tBrIVO+rfOHYvr7GRO9cIc+OcsViiV3sfEsLVBb5xP4Vrc/gsH2nK8dBONdByr2uFVwH4T08Ua1E1+nM7X5at96PZle5vIDSVBkZsos0+kLgHBePpmktt74p3U6KO9Y/Go642Z2uK2DXNq0yzaUbfT4nr6bZxQ75hVxWOSBVdwa0MzIyOlQCUKNB2XCOA1wH0AgCPNTRHc5y5GI3rryLYSHbFWuLYme3oKcJYjsjbsnzrgqdjjY7qm3lHgigCUL+JFwn074+qbVVu4DpnfKIoXMATwpIVPnEyARAO0BQiCnc+TDGwXCXwy0wUnJTKtl+CF53P4MQb8CCNly3jXjfub/KZZGZ9VEsWhf5iXDanaSc0CA4ASpYsQFrUc/xPCi1KzvAN65Hq0i4/gGuAezEb+VOh/pQr3VHRen213AtLljdHar+WoGJ0PXZInWUyOt1220v0nY3nFO5S0L65xNw3RpPzqw0zqmcLD+hYJ2RkZHRlrV4nWjuO0QHvCDRX2Sq9OZGB2tYS6eGT9HE0MS2zuHe5sLOR1X1LnBcJ717/13KFrMd9wEIUUgXKZfZ+nwLPNd+80t/jf7zr/ynFNwGLGlkZGT0SRRgrtOnTlN/fz8tLy9znz6aOT6/jyGiH/7wh3T8+HGKxWLsMoe++I3MBk09maI///M/p+9///sUCkv4jOG3MlFfX4hGR0dp/Ng4RSKb21XcV289AihHNvzojmdud8NRTm1T+7rI1QTMNQAx7bmi3njfPl+duEwA1VAuAHZ4D1AgADu44OkOcWpMAbE5c+a02Ee0V9nR7LKI2zDDZtJ9zm073n388ccM7EUiYXr11VdpYmKCXflW0st048b79Ad/8Ad069Ytdj3D8TiuVC5RLpej8+cv0ImJE5QU50NXDGKKPA4PDTN89/G9j/kYj9dDdXedywKg73d/93c5JtXnqhQW5wW89/bbb9Pv//7v0+PHjxk0U5CbKhvyPzQ8aLvaqaA53etUn1ClUrXd4JTzn3KEU3Wg9x8hdAMDg1x+AIKIzX5InzuEmM7OztK9e/eoLGJlXz/IZ13Ls0s+X+hOh/gc4Jo/Nn5MlOEEXwMAHtX1BGAP9Yj0MZZ22MaPjIyMjD7pMoCdkZGR0R5KuqXlKGY5iAFCOrbDNJVrGVzsaH5rE486SbnXQQFrcjlgMn1y21aFCW6AoJSLGuKBQWclBbg5HfR0AWoj8jcmtrm7NxjQ1FWT6ySE1ewQ1wqsc+YBoBYARkB+AMeOpfx2PnbizCbhOukuByE2cOoDgNi0XxvXOcBsqHdVR3BvU8CdDtUpaE93DtRjvxOpGAGuQ4yUe526NvfbZQDlD4hyxpajDHEaGRkZ7YuyBapmM1RZTRO+/YbXFrjPVIF1TlitFdDm1YDtVkCe2q62OSG7XuC6budw5vFpgex0AbTjpwDr3hpg97oN6RIXewoD0s65Lnpp876AvpzHGsCus7rBda2kIDvvPfHH+V3PkpGRkdFei+E6j4fhupGRFKVGR2h8bIxGRkdpOJWicCyyCa5rp04u8QDpMGgM5dazlCs12tmlTHtnd380RGG/fA5AXiAAcgDv1KJDyJvP39vEKOwLYFA/NwZaC4UC5bKyXb68tMC/K9kcVbCAgxWjwyQF1wGsgwDXVTIx8il2MHZS/laTubOT/Av7YN8zt9/jv7nnSoQ1sDzPaSoxtHY9af2FYycolZD1BOCuk1KJGf49J42kKS7qMOTDmWo8iT7p9ZO/r9QdtLMuEYB5C9maDdnRa3iGztOdu7K/RcGAHxaaH8ANXGdkZHRo1AKoUbAX4DpARsodq5V04Eu5qa25rCFkwF4auG7DVqUO4JYGZAEkumrBZgCR0OTGuRTQRLX6liG7rlJ56wUME+W7nm642SFuKP98zsMgILUArxDTM8ESzfThvibuPQ63QB1obCcVa4YZxflm1KNKu3i3K6O+X0ECg7w41E6nAFhuiPa5kH6nOj8oqfhoUOJ6uE/EE+NDIgbzG1wnl5OoK1mXfY7QtIbrHO5xtcbnBFIucpvgOuVc1+oatGBOpZeHI3zNDARC/PlU1wvyg88E4Dq42Sm3QVwzN9NF+/P5TqvxHgPXGRkZGUmVRfvw9j8Rt+mDvXetiO/xf7ZSpHIXyC8SiNALpz4tvv+31y/wtLl7erZZ3oX1Rbo5davrfu6qm5Znl7ecPp5nv/G5f59+9ef/Swpa/UxGRkZPt9o5dm21/avcxNSPi394y84zuatqAGu6+vridGLiJL3wwksMZc3MzFAkGhFlaEBmb37nTbp75y6dOHGCxwfQlw4Yb2Z2hh3esMAd7pMAuQAewfHr8uXLlEgkyOfzMsCl4oo08TfmSSBe1Uqe5JCCm6RrnYLs+P9iW52343e9pjmtwYmtUuX0ALThp2kBVJdVNxb8Blc+QGZw3nv//fcZEFQOeeycWnfZgJ08v0yrUi3T8889T9/85jfp5MmTDAwCgnvmmSs0OfmIPvroI34Pact41eixeP9b3/oWfec7/476+wd4DGNpeYkWFhZobm6OyqUyg3LKVc7t9lIwEKZXr71KL75wlbwer2hzVkS+JFh4+coVun3nNr3z9jt2naBcyP/a6hq9e/1dWphfoMHBQc4L6gTngnsdYoT0cBx+Iz2vqBPkH/WE/AIQxO+aOGe9XrNeV/lvdT3n8zl69913GdhDvSG+OryoA3bsclgs0SuvXKNf/MVfpIsXL/K1sJ3rc6tqAIEVjjXyCwgO17Ndt7U2n323S8KbROzCODQ0TM8++zx/RhAH5diH8SQ448ElMJPJMATZdtzM1e4587B9PxgZGRkdLRnAzsjIyGiPpGCmRDTBgBODUUKAq7C6et1aOWMrDWc0iKKlnEhDOpcxZHVbuolN0uK286qAKaQTG4pSyu1nqKyXleOd4lU2rNXjMcktk5WT+REDXe3c4yDdRQ+T2bYL+ckV6702eObMg1N6HPQ8jAzCgl1u48Zxj/nQV9OHVtdz7DAHuA5g3WMLkFQwXbf86fsAJoOKAxIuU6Cd7njXCtzbLQFAxLUCuE651wGGDPjD+wbWsaOgOC9gQlyz0/tyViMjo6ddrmKearkcw3XuNXmvX5jboGSX43TQzXZJ07dT+8E2e5v4Ti+VG5CcDsOFfQ4Htk7ptJNIHw3EXLkziHdUFdZWLUuTLGNyqK/d7s1qBUXtFCTbizR3oq2AdR233ZS/DGi3WSrGTldApezNnpNyYfDB5d60Wp+RkZHRYRHcvRR8hNcAq+Bcl+xPMlyHFWsB1w0ODlBycHRT/0Or7zbnhAS0tbnfYWONwToF1a2tr1ExX5DOcTnZH1C2nm/y1t+hcMP6DCubhsXf4aBo20ZiDNxBeEooENrecsJ0Nzd7lWfsJ93d4zZol8fiN2trtNa/Spks2vXDDNkhRvbarQe8qr5TyrkOunPsDfGGiNXouHSvA1wXk4vs2BPaPSf5CQtRKs9KIK//OyvieYtoPb1CxYEU+bKrLc8lQbZJmrffmbThNujCeQ12E6/ntWNTV7DC/wytyTPLN8MlGi6JaykknkfwCNylawT7YV2l0oafjwW4J9OdtM/5J98a4+u4nG30Z+nXuZGRkdGhUdDDbmrKvU7BdYB3bKithZqAL8sdrqV6gawUkGXdI65bQPSlYNB2S1OuYXDn2ilivh7GPSK32cGrl7xa+VSQHcCseL0BAiapkU8AWIgjYrpc9IvySBcxjrUG13UDGpUUXAf3OqIdxFvtp0N2uyE9nocRroOcMKIo/53pDYpZwCQgSNQTBMguGWjERgfqlHSwTn8edUKoykVuE1znBCQ10E7BdcccQCZfLxpcJ/Plspzr6pvgV1wvEiCUYvc6nMfAdUZGRkZS4r5M93+PKHuwI8eYV/1H61W6levsbIr7zeVjl2iwb3Db53ranNJC/lD3nRyq1Cr09r23qVztPP4FN8CNhQyDCVsR6vFnrn2F/rtf+rsGrjMyMjJyCP3voyOj9BM/8ROUzWYZGEK/vdfnYfDK5/Vx/342l2VoC8Jcu2KxaLvd4XsWffzoQ4fTGpzuXn75Ze7Xd7sb7t4MZIl/cGBTLmLYroNZ7cAj5WAHAYTSoS6PtTgeO+ipprJ4z+2x2v5Wkuo8mY0MbaxvyAUDLTAPjJ0O2CmVKyUa6O8XMcmK8lYYGPT6+ujatWu0urZKS0tLHDNAh4glnPcQi8XFBfG+dKnD+3D9KxVLfD6/z8/5w7zFchlz65IMu1279ir/ZqjNyjRenzt7ll584UX6/o3vMwCJcwHqQnkAkuFvOOcBJsP7qBvkAc58qD92rhMPP4VKgWJ9MXZc+9SnPsXApDyHCpIFh7rkYjIcc8B3NVlvAPfwY6tOMn4W+KjARnaZzxdpbGycY4PrxOlSuFdS4zgo//3792lycpLhwFBIuiy26GpomQbqZ3R0jJ599lmKRKJNaafTaY43Pg/KudDIyMjIaH9lADsjIyOjPZbuYsfw03H5vlpxfSvwmhKcwgCNMVQ0JB6yJ9fYga0TtNZNgMoATenSJ7dtBSoDXMcwWV7CbQokW1mSIEKrfOpwGxRoAQhsNU44P4BG6HGPbn8qDgoegwD5bWfisnM1/bklCdfdW1qj6dvpJqDO6bwmr5vNUnWE/QEBIg3AdhgiUBCn7n6H7dhXxX63hHPjfIDrTh/v52sy6K93nXCoq9XkwV7jrJ8HEKQOFhoZGRntlyprK1RJp2k4U6d2Q21wR0tisq92X3Mdl3DNQnyYxqOprucpT3/Av+t0k8IUpNzMBqera27gOPlTg3Q86OJ0oU5pT2fktGQ47ynVFRg188kC7BisczxX9B9/wX5df//91mBioW5Zrgiti+e2mLZtN0yE9yLNVop12Abgywl76dBc5Zwcj4gOt08jI66haIv3lTHx/Ie95fOTLj3W7aBFvO90BWwH3VXlVDvyYOrd1tsTRkZGRnupSq0ZslYAUjQSpdTICDvXnTw+wW5xgOsSsTD5A8Ge+h3U6qkQL+wj2toKrptdmmewbmllmWG2lbSczY8VbUvFIq9o6lRfrI9CoRAFg0EKi9+xeJwG+wd4G9JMjY/YkB0gQPL7u+YRA6N9fVFeqAf5RR5HRVrp0TTl8rLt+uTJEwJkNzf1hPKlEnFrXjyzuArFJpe3gxbc6wDKNcF1wRMSrlODuuo3IMbSCbGPhOzE0yitfFbc175DNmQHaC9qQXZlUdY7JF3sTl5NNwF10KPryZavN0uCec+95qO5tI9GkvJZFo50KXVYD5Ad6A5/okSpKtFaDmnMcLo63Aflc3JIJRRuA0IYGRkZHZQspywF8QyG6gx76c5YCtxxSrlyKeBLutdpTlwKtHI57tV1x8Iq+vZNQJaXYTQ+X7nGoJOC7HaqWM7RN4z8OvPaSu56E5h2fVbmWQcBIZVPCV/JWCC2x4dqNJiRkJR6D7BUNyHegKWy/hrdX5ewlIK0OsbbKT3+CoKzwcZddLBzxtNZ7wehVtdioZEvAJMXxvvoJkLB75ftz0MDYtvsVMdJt2lfd4TrFOQG6fXnbh4DccJ1m/NU5zwhD4VKdRPUp+BXnJfPCR1W+NHIyMjooJT+SDS6/+Sgc0GTpTr9y5V81znWA9EBeub4lR3174b9YXHbdotb0O7co3F77BP/i4ifoPjBIwGAwVK9TqKpTevVGlUOcI2g7QB2jxYmaXLpcfcdxe11dan14kDthLr70gs/Tv/Df/DfUyQY6X6AkZGR0VMm9OcPDA7Ql770JQaGAIx9+OGHDXjN6+GxAQBWgKUgvA/3NfS1K2gOc/Ci0Sidv3CePvfZz9HVl66S3xdogufU+AGOrVvudGrcQR9bYCCszZw19b48vibzaEF60k2tAXvhB/nCdpwH+wOG0vPE/yzADn0yCtZT8ogbrV8bd5Dpuunqyy/zsdPT03Tjxg1aXJTGC4D/fB4fj2kA8gK0qM6NtH1unx03dpUTsTh9+jR99atfpRdffJFGRkbs88jfoq167BhDizjXH/3RH9Hk40kbWMN+Kn+A7XBO5dzn9/glVGbFF+8Dqvvyl79Mzz//PA0PD1txq3HZGYZ0NcOLOL4i/vH81BZ9Vu0AO5+v1jSmxIYQoi7aLeC4W1LlLJVKdPv2bWusRwYS/zotpKhARKQRCARpfHycLl26xKCoijd+UNc3b96k1dVVduZDHba7Zo2MjIyM9kYGsDMyMjLaY0mwqdGRBuCsWIqSz1+3rcA7QXaNBo21gqXfQ5k8sXMXTaZ3nD8FtgHc0qEpAFPbgf8gXkHegtvgLqarVwgQ8CCEVd+37F4nGlfIA1pViLeeh26gmR6HVtpKTNRq+ktrrib+P0B2AAAgAElEQVTnOsB1H99e2ATR9QLBrSzJ3wABVzNrMs8WnPdxi/1xjt2E6wByKgGCBNyGawVucsFguMORzWrX6NuKC0uQJ400BgpQZ61iYGRkZLRT6d9L9WyFKFtg97p2Q5Ul51ec+L58UBuiMxND/CcAON/ICI2P9NF6rAO4ZCl2Nia+5NcZ4qs/ucnAWNFC+hb8Ms1IapACqRSlrXRdvjFaC7Wf9NtHZym2DrjunHzDkf4nxcVOh+sU2OiU6wUJ2/nDTzZvXNXvSfU27+9Ee5GmpoQGCTpBu1bAlwbU1YLStcYdGep4CrnfeXIXVhtpeO8RPRLX0KC4M6eeMZAdhFgvnSU66ZMxagUtOmFFwHY4ToPsOM7ZBaqHR8Xn3CdBO4/47dolhwIjIyOjHcgJ1uEZSsFiA4PDFI5EGGIbG0gxuOYNRG3X+nZtbb3tiIFbtLPX1rMMrVWKGZqfnqPVlTStZtebwDpAdVghNpdttIelc1yzsB35CgT85A8EGIBDGkgLoB3STvQnOb+60E+BQWrnYDhvc7yHMjJMmEzy4DVWewXsl9l4IOOzV5D9NuSsg/TiKaKLGlwH+d0M1blDcmihpjmo8LYC8b6++WmqZGK08lmi5O2H9i46ZKf0yILs1OtOUtvV/oDfAMH98K2y7WYHBzoG7abEub1+8gUq5PLXqKNFklpvQeQ/HiZOA9Ae0rXPJ859I3sIoAIjIyOjHqWcsRS80womUvdaBXyhL1sBPLYUbMXLrVvQUM1Ki2dcuxrQlfqtmB/N/Qwg2RJ/3wZsqA8OcT6vi7w7dd9CHnXHtV4mmKs8OgAlgICIBcAmrK6OGAKyQz45z3CnA0iHbvm+xgpICq5r5RjYqj/8yWJVxNrhgKbKwuXoUoaqI83ddjDrNZ4H4pxWb77uoIpVj1bHHJzseCGA4SCNiev2cV08K5TFZ6LiYu6eoUlqDdTxxLxa3XKRa0CRrSDU65Oae6LTRRHyNx5AFFx3oU+OP9mfUbd0DVDXSaUqy9UO6mO4Tj2DGec6IyMjo4bKooF975+L7+POrnF7ng3xdf576RLNlzsvzOIRzxwvnPo0RYOtVrDrXehTCQXClCls7vfoOQ3x0y/ujS+Ie9O1qI9OBTw0KJ59+sR9JgDXIHGPyovb05J4JpoUz07vZCv0TqZMC5X9h+1ioU6rCm5WvpSndz5+p+ukdI/4tzK7It2SehSeI370uc/Tr//V/5Hi4a3ly8jIyOhpkXLgAiT0hS98gYEhQFw3b35Es7Mz7IampM8Z0yE29LkD3HrxpRfpZ3/2ZxlKAmAm3enIBpOKpSIDZ/gud7s8DNhhrACOeYDDVNo6bIfX+ME+a2tr7D4HeArb8R6c9QqFvPRfE+djQKpSolw2x25rSL8i7vkA32rVRhvV2das110t369Wy5QX6ct5kRYkSDUu33PPPk9/62/+LfrjP/lj+u53v8tgIsYXUBYFnSGu4UiYXVhV3Lj8HvF8EA7Rj3/xS/TGGz9Kn/nMZygWi0kg0GNBjQzhVbg9Cte5b/zCNyiRTNCbb75J7733HseiUCxwubw+L4OEgP4YhLPiDkAOLnpI+5Vrr9CPfO7zXM8DA/1Weepa3KtUFrFFzFBPiDPy0ss8Qee1kc8XuX4QDwW97bV7HYT8SsOFHLvMzc/PSwCuE1xnvY38lWtlzm8qlWKwET+In8v6BwFEBbyHz8Z+lMnIyMjIaLMMYGdkZGS0h5payDLABsAJTmLztSSdtLZ1A+taiVdLF4qWMHLbWL1EuZpt1cVOwVLKNQ6ubQqagrbT+GCorFRloAxwG4AyOKo5HdpaSc8HxBAhNSanbTVeyr2uV3cz5/kBGiIPgPy202BRq+nrsXj/5jxfCw8eNSaT4TrZqtQx8vrqbd+dOBxC+vWCGAGCRHwG43WG63B9tppc2E26m+NWpdwcUVc0v85wpB5bIyMjo71QNZuhGtzrVtNUWWkPuyuXOcB1cJdTYF1osJ+CZ05TKZGk8InjbY8HxAflJu9TmO7QQmaYhp7clMDYYtmG65SQdvSVlzhdb7zf5nRq8c0rZiLtkigDhHIgfR89KyG7xfd7D8YREeA6f+0Yv64f3zxpW7kENmlO/IzUm/8OWs8hhV0aMVZpFuQq5bsuQHsJK11M3m81vgu4riJBy9rgeQnUBWOyCz6iQWCexOZjq6vkHjgrX2cXRDnWGbhz49mkT1xf+A3Ibv4MUei+3O9pG2NW0ERWPEcBzgheJBqwwNagFgwVu8KwBO0AKbZytNNUxwqBvt7dg42MjD7ZcsJt+Nt7QANvFfH95BXfTzpcF+2LsFscHOL80ZAN16lFdVpJrbCqXqO/YX5pndJLs+wup8C62fk5Wl5epnQ6bTvVAZxTQF1mo32bG9uQNwgOe4DyFGwHIG5gYIBGsyOUKxVocHBAtPFH7XyHw6Ge2sDYt6+vj0YHU+ywB1AQA8g47/ISVl73c7wOqr5aCXUXYPe6fobk6KwF10UmmiaJN8F1uCf5q+Jef1Lc/x5JyE68Xd9YZxe8M7ff493gZAehTpWL3YVIoSVYdyfb7DKM/ZR00E45zN25u0AXzlsLRbCjHUC7EgNzyaKfHep6FQA9OOIBsiNquNihnpyfNyMjI6MDkwLf8N0cbIZ4Bv3yvtLKIU5N+AFABAHiAcDzZK262ZWrpvXHeywHN/teoKdtvS7Vm8EvBwQGB66b6SJdTgYkqEbEENOBDlg7QC2AgGfEY8S8qyJBOmq4ACKeSZLgHTnc6lR51L5Km2AtK96bVLDe6xWY2uQwt8ez29tAY1dH99d9t9m5TYsB8qdfbyqe4lkDdRpfdFGkhGNlfpO+Oo1GPBRyPM6hvmB6V6jUKV2U18XttZINuQGua3IdbKeguyk2cK+L16vsXKfDmEqA6tQ1Is9db+uYZ2RkZGTUSuI7+/Efixvt7YPOCH0/V6U/Xe/+nX188DidHj614/Nhsnsyktg2YDck7kc/k/DTl+MBGvW5W3jHiCY/FlES98yYx0OnAx56o89PK5UafXujTP9ypUBPSrW2i1LupjDxHK5/vQr39Q+ffETLmZWu6ZbWS7S+utF7XkRMXrv0Kv3Pf+3XqT/aebEgIyMjo6dZuqMYIDnAdnDseuaZK/Tw0QOam51j5zobHEOfhUve3+BYF4/HaXBokM6eOSuOeYad1iLRCENNclF2CeCFQiG6ePEiffb1z1oQmHRxA8Q1MTHBLm5qXpoCxPT8nT13ll57/TWGyuCqB5VLZRoaHqIz4tzsvsZNTtnuBJD26rVXaXVt1XZfU+AeG6253Hba+Fvx260AuysiFgAPfT6/lT/pVJdIxCkSucTlAYh15coVBrpWVlZ4LAMxA+iF+FXqMnbKzQ4QGCC84aFhOn78OC/+V9P6tWs1NT/BzWeMRKJ08uRJeuPzb4h9RxlinHoyxW5qAA/LFQmG8Xo3denUBwgwmUgyLDY2NkbPPfccXbhwUfw9Qmq4Q5a3bsflzJkzdO3aNT4X8trrXFAnYFcolPh8g4ODnBdoP2A05AHxhnPd1NQUQ5Zer496nc6q+uRQftQLrlvbvc5ycZyZmaGHDx/aroQ1Mx5hZGRktO8ygJ2RkZHRPqq4WBAtLOnwxrDcVp3ZLEnnrgpDRU7Xrq1CdpDu2qac4+BItlVYSq4GU2H3OthUP5pM0+P5dQbKnG5tnfKiS61kD/UK16FhUbBWnVXudb1CfogDn3eoeRLXdu3DEQsi6eQ3X5MTue5OrjH0tlPgDZpsk4buNAftFlynC9ffyKCb+vsthxur4dtK+iotPHHDmrCgNwJVY3ir1x0gP6dTopGRkdF+qJKWcN10Zp4YQ1psfBcV2zAv3sF+8vYnyZtIku/SJXKfbO9gx255JM001sW5xqPr5LrQR8U7GzZcN1XMkuv5QXp2IEXB82coOHGGXGMpokiQXGELVI9sbvYhbd/iCsOCwXg/L7qemXuXeAgQ98CZo+9ghzoou4YpcbwB1rmSw9whXR9ovm8ALixNay5202NE4zMSgNOlgDvn+9sVzHAKu5xmU/r1ZshOF5zRAHAtD4iySsc6husAzHkSVA+EJLzlsS5m9+b7c70+RC7c06vieomfIFp7zF3wcqrhXbkTILuoiGXVAuzagX6fROmORDFxTYnPGjv+uc7bn0+X+HxyrHOz5AZwV7AOwlwIQHZt5Crm+TiG7PBGi/oxMjJ6uqSgn6r4XvBo8O1WXMJ3InWOisMFV8F1w8MpBtbgCgdQLRGz2t4d3OuUVHsSznWA65aWlmlhfp5d5ubm5hisw2DywsI876eAuuWlBTsNgFwK+HMKkBu2jxxrLHyAPAO4g7vd8sQJeka8V8rIxXsAy4kvddmv4/e3TFPPt0wvThuxDRpOpeQ5l5c5fSUF17XLI/o4gsGWm1hqQSYlOPFtRZ5ijqqBsJ0HxEPlhN3r8ALgnAI4RD23HNJVcMfARZHpPJVTZEF2t5ogOyUdstPVrr4UcNe0va3jXZ7hOEByQDcoXKIUuorAU+IS6XDrXMtJFzscJ49vyB8SecibPggjo4OW+2l3cHY6dwldTcp7ASAeJQXvKPc6db/Fbx3mgeDYBue2KXEfXQ+HKJaz7iU4D8AlBVfhXlAX342hWtN5IRt8aiPAQWOhCJ8L4JCC10a3OFqN49tK5VM57bUS4qe2VeubYglAcSkPEMqa/WblUzkBkg7ZOaQ71/l4AhnZcB1c8HgfUS/KBW3Kem5pGbt2ZVDQo8q3x9W8Hy+g2B626+begvqXjdIWUvUfrDXVvX7dIX4z+WbHHh0Me3k4suXt+j4XziT4+uSYKfdBxEpdq5DmSggnuxjnFXmUz6oDAQ/XK9zsQo7xCHw+CpUqA26tHORuis9OLKdBqK0k8qHgOsQGMQFcdzEunyt0GBPXi5pwiGsEf6tzt4Lrrs+IcpZ7d9b5pKluJhYaGRm109rHRI/+8KBzQRnxbPE7KyXKdnFB83v9dPXMi+Rrs+jQVgQAYTA2SE+Wp7Z2nLj9fL7PT39jOERjvq3PWYHj3c8nA/SjMT99a7lAv58uUqG2t8C/1+OlRDje8/4r2TT9YPKHXfdzVV20Mtt+Qc1N+4t790vnXqTf+I/+VxqKD/Z8nJGRkdHTLLRFAWQpsOj111+jmdlpunP7DkNjmGeIhemUGxn2VS5fZ86eobHRMXZJk/hZ3Vqgr8rjC5hnBhjv9ddfp5MTJxm+g2OcApdw3Pj4eMMtzUW2Wxi24/1rr1wT+TpGpWKpCQqEuxjgNOxTr9dsiA2g3+jYKEN4eju7CbCz+mLc4qdalX0Eznl1lWqZ3d6Gh4e5zOrcOBfS8fv99OILL9KVy1do5cdW6MGD+wx3zc3JmOH1zZs3aWl5iYE7OM1VRVzgOge4EDDeyvIKg3hIC7GRrn1VZJLvrVbO+fWVK88wJPelH/9xunv3Lk1OTtL09DSfC45qHHeRt1AwRMn+JMcbsCEgxlAozOWrVND2djOUiB+45OEYuOohbqj/vDaGIctb39Rf4Rw30gG7YrHM1wegTUBq+zEOps6NmCI2gA8REz+PE7VvqwKc4/+sRSUBBF64cIGvbQgwJPKPbXCvQ50CsoMUYNetL8fIyMjIaHdlADsjI6MdyW8GMtqKgaZzcdvFDnDXaZLA19IagKQsxWMR4jU2A8GuUBE3CL0+e4JToZSzneYgnEM5lfUK2VUHfOxGBqhMudfZrm3+3iYp6JbpnK9CkTLZsg2U6WBbL05tCvSD4E62Ez14IlciA+S3Henx3Y4wwS0ayol4yLRSK3maJgkRor4mRfzp3tqOztFO6vrzLJd3Da5DniHkX9WRuk46TYhUK/TWqnJQHK4DADFX13N8PE8U1BwAel2dBp+fQmndji9DkdqihNuBTY2MjA6HiqXD/XzhiUTt7rHKUudVLwHCRVKDFEil2GEOiveNUjXezxAcABmnGGrKrDN4A8GBzpvUJg4vFsg3IAE718UQnZz2ku/KSHMa4bB9vPMcnH62Q74XmycM+8VXstc5yDvU5h65WOAOU+yfK28P0sP5Slr/YFhBAuqcyJ9+fi2/aSpToCzhOsTe1xegjUKdos8/z3DjQEjEfXiIct4CRSpByorfACVjZxuQHecBoB0gO2h8pnEudrVzZFjtZ6mUO94A9VqIt597u5Gec/u9V1ofr/Ix4jiu1fn19HUXvllRfhT2dE7CdZzuxQZcF4xRvRAVN1YJ11VcXnJZh7u1Z766NgkTrzyA8KpWfQMSyy7K1wPLRFjwFecD84BHsjG3uL4dn/GoNpCAbVHHYL5z/06Ktkh/N7dv9fxZEXM4T1sfYffAGap7muG6Ji23geqyN7nOpMudCGRklVzFzZ/vwy6/33RDGRnthZSbFuC6uvUbkN1+utiVq1U+L5QvlahPg/wAksEVDm5wiUiMAbVe2n5q0JBXW63ItOFcB7juwcMHND0zY4N1gOrmpuT9E8c4HcYQh1K+0PS+Ewa8efOjJjc5gFQABJWwwi3c95TQhg1tXotmk9A3gL6S5OCo/d7A/BwPPiP99dU1zpevQ79Qtz4atLF1hUO93x8A121KbyBFTXgbnOtiVh9NJ/dUbFPbQwEJsgm5+i4xZAfFkv38SODPz/G5i74glbONPKhrttQFYsuJY7DvB/nGwDpDd9eTmqtdM2SXUo/UncIpHjPPj4tHl3QDspu/IspPk7z5zr8d5WsDkJ9+rR0mB0Ijo6dBtfrTC5ewFFilXLuCzV9sZ4IVGrDaCkH+emq+3zY7ZUmAKJ+p0Iw1twlAUsP9S5O6HwGuE9/3V6PNk3sAFDFw5ISjRD7xPrYrJzFCtwa+/ttATp0UKaFQXa6BdnBdp22W+9k7C1mGvADBcXtOKBmXvwEqlmu6k11DulugTwPcdLgO4BTc0CAFkTU7spHmFNcmn8h/rcUzlKoffsZp3/ZSMFc72XBlO4Vqm4BOBZDJbFcpHpT5W7NgWGzXpfbvtN0pBe5NbVj5U9c94sYxsSA729GPNNDOawFqAXHOGj0zWOPr73R083WHz0cruE4BqJjO2VRn1faxVHAdPpNwrgPYd1FcS7ojorxWXNZnsk6zWZlnnBvX4K2ChAuvpyvyc/kUw3WQyzxzGRkZtVJFND7v/o74jtyeg9tu6t9s1OhGtrt73eXxSzQcb78A41aViqW2tH9APNP8jaEQfb0/0NKxbitKimeXXxkO0fPiue7XZ3O0VNm7Mb6gP0D9ff097Qu44L0H71G+1PnZBv1TucU8FbawmM5zJ5+l3/zrv0Ejya3F3cjIyOhplr7oD+ZIAnpDH/voyCiDYHCvU3MPFWQGcAmAWzAUpIBf9VjX7X3cbjVnzcXQ0uXLl9npTm6XzmwQzoe0Wi0aj/ew7fz58zRx8gS7vrXars/rxHty/4lN+7crtxxqb3XXrZPX56FIOMLnaJgQuEkxVUgDcYBbG0DC8+cvcMwAZs0vzDNg961vfYs+/OBD0WwsMNjnFsdj+7/+0z+l9Ooq3xc//elPU2o4JWE3twQA6/aiQ3W7v8DjcbPLICAwgHPO+lGQIWLO9RMM8o8a8wHE1wwKyvxgYQHEDZDlVl3ZnItJ1rhrSrohSqCycV3spZDv2dlZunHjBrvXQdI1UDkCOvKtXR+oD+yLMTLEFq5/Kk28Xy6X6d69eww1AohU4KEB7IyMjIz2X2Zmk5GR0Y5UMgMZHQW4CQJYBpANsNn6Sp4y2RJFQyJ26xKy285DsD65ClDag0erTZBd17wBmkL+rD4/AFPnBuMMKgFsCwZ7h9ucD/Krqzku5/TttO1et7LUPl86uKUE0A9x8njj22r8wDkOZYGLHoR8bFWABAEbbkV6HJwT3Jzi62MvIbB7a92mGfQsVUcKyATMpgBE1UB2To7UYwG4ToF1mFgIqA51BAOATLYmrjkvRUsyDn19np6A05wVX1yvuObgvnjLyuNU/+44BBoZGR2MAv7D+3xRz+WoPjNPldU0xdYXKJapU3mt4Y4CMEy51ymXOeiP6QzDTvUL12jsmJvGRpM0GovRSIsJynCkok7QDOAyrb/xree+Ql8dDDCEBxjPZ7niKfDG1WEStHstS5W1FYrMbFAYZVHpWw52m+C2bhL7eTErebFgH7tV0A4x9Fu3Ewb7nOdu97cF2j2JDDVtBtwIuC545jRVJ87weziiav0u0H1pqmZBduXpD+xj4RZId/oaacFB8P/bcOR4g99X6gTXcXp0k4pPHGne0dMU21sdLPLB55nW05Lnb5ZMn/dVUB5c7HzJZriOnessuG5AxCUirxuXx2t3/dod/uSSDrSEiYHNEwZ5G6/sZ10rhXVyF1Yb2RnUvJYxC02Hz5wgXaf3eoXeuu230+1bOX+2n67PY/A+T1flAnRUfuKl5bNeHjCCAiKeIV/juYfrY+luW/c63qau8aqE7DqCDodMpS7Px0ZGRp88wQkOLnDxRILi8bgNqPk7OL8psbtZqWi3I2dnpmh1JU2z83MM183Pzon2ZIYmHz5k2Gllvf3iOiHH+fKlUsv9+H3xg/0lOLVAIyM7myyFxZLk976E7AAJciwC8l4QFL9b9Xvkc3vfpnXCdQDUMpFE03vl1LgIoHdH9xsF17WSAjNL5cbzbyjc/X6Rz7UY2tgoSTe8FpBdvhyj+fQ6pXrhN8Q+wxE3LWRrDNmlEjM0b226ECmwk55y+lPaT6DVyMjIyCkddgLME7JMUgHxdOpbL2iTn5fychKVDfFApRa9y4CasNL2cBCWqTZgpTuQNakFfAQ3LlqsUiTuplT4kAxVW/nUQUA5jF5iWBGwFYOAAQ+FFGfYoQ+71ZAPoC0lxHtqo9DswrYVASjbb87KcrJ1wnWXgi4aDLa+dw+SfF9eX+LvUL3l9k776NsluBfg6w35uD5blflSkJ2KiQLtLKl6VdcpIM8Twz6ukz5vcz+Agk8VXKfcBt+xxt6uT+baQ3W60yORDddd6AvxtQ7nOnwukwH92pET5vB5VNeIcq9reZ10APqMjIyMnlpN/Wuile4uZXutedG8/efLeap0mfvRF+qjT5/6FE803y0dHzjGTnaYPN9NI+J+9N+MRuilyO49h+EO+NmojwaORehvT2VpYY8gO4CEIX9viwpNLU/Rx3P3u+8obrOrC727110+cYn+j1/5TRofGO/5GCMjIyOjZqGvAnCUz+elSCSyadtW0lFz0zCPLNYXEzdata0B2HVLAz8A16IU6bq/OkbuH+05rzIvrQG71ovguEgPBcoHmA0/gBOV41v/wAANDg6xCyBc+X7wgx+I5rGb1JA+HNGuX7/OgFwmk6GrV68yNGcZ+bU8t4IguYzRrZSxkdfm8knHQAB920mPU3EAdnAo3G8hD4ANAdh99NFHNgTXCRZU+cYPADoAgWNj4+z6h0UpIeWsiLRv3bpFjx8/Zhiv29xJIyMjI6O90yEZtTAyMjL6ZEoBPsoBDJDXfC3JMFCUJyxVKFiqkM8f6JCKlAKYSHOxg06kYvTg9iJDRYDYeoHsdEcyQG1wr0M6AKYAlEVDGNTsDbDTGwl4DXAKYBpc41Deu5NrHeE6JeTfqZ062CkBbIQA+u2nsEo9QMio1TkdE3EByLjuACKPitMa6uj8RJyvF8Bs7HQYDDSuzTZSbgOb4LpsiT8LuF5w7R0bT4h4FSna19c2LV0qvvgcMQg5mea80aR0BTwqcTUyMjqagvsZLQepTq0ncgOumyrK+5/LK+3Gnpw4R8ecO3o2T1R26W5gJB3zWsmfGqQf/P/svXmMZEl+3/fL+6yqrKqsu6uru6vvuZY7x84uRa1Ec01ytZQomiJNW4ItS5YlWrIt2CAgQBAgGAZs/2EYEizJMAzIsi0CFiWKNkXToqndNZfi7vQMd2d3dvqYvqqP6rqPrMzKO9Px/cX7vYx8+fKqrupjJr49NVmV+Y54EZEv4kX8PvGNT1NW/f7PJt+lq1cnaWZmkhZiuk1FMHc00PA9xyDqBtcFFq/6bt98+HHrDw/0Noyi5liocW6/83rPGdwCJKYD5pH/cPj7/Owsw3XR11+nwHS2dbxkkoFJgewop0HJjbFpmt73HNtROwjX/r5AdnCQa7seB7jrte+gGnbbGOZ3xcUu5tSjrfOwpemE60IZhjIBZHIRoN40yXWrq/oM+OM9WZW/GQi2b9EFEHPlBelS/vWKxe5tR3CW84P1oG7H8TrpPe05gsjzIq3Qu3Q3G6d0/gs0n42S+Bc1E2kKBepUD4b8jXTy11vHMs7TKGxSEE6BDhQJKDcQeTrnZSsrK6uTENzZ4F43MjpCE+PjlIwnKBmNUzg22AQq4Lr9XIHyB/t0cHBAW1vbtLq9Ttvb2+xcB7gOznUQJim9EN2gMveDe10ylXSd6wAIzszN8kTnOK5BpR+riw56DRBPfLsOnmVKjqY4L3A8HB9uaN1UyfdxkDlG4dle4Dq4zN25/CY7z7HiA07kApYDlOHj5rJ84wN+ze3uULqwxz02uNe5R64OBtaJsK0fZMfQm+oO3++A7PjKiJz+OwC6QMJp732KIBBt0DRpyM6rNsiuYMcdrKysnrMckMd0ykpVojQz7j8FzAC746gmMA9AHqgNkjNhnrA6BxZDMuC6UQeuM53GeH9sYzrYATgy2gRsg/3gBgZwaf0wxC5icA2DOxx07KuN+znBeqE2n3RCY80AZaN1FwQ8Sjr9wClxbnuqdHvSfGISp0TqhDnhQgcgTtzZvJK6lfXppmF7+dxvGzmeeYyCap8BZ84nUq4DIOSCod66ZwjbIP0oW+x/U5zwfObCpJy0c124023QKw9YB5gPecT5o/LGDyTFdxGLGcl4i59rHsOovRR69gGFVlZWVi+ccneI7v1zf7r9GQpn/993yvSo0j8e4Z3ltygdP1pweTdFI1FamFigB1sPem73I6pN+htzKVo8oYUur6r+wd9eSNGvPF+bhlkAACAASURBVMrTwTH3UxCYvzS1NNC2xUqJvnPnWl/gMBwM0/bjHapWBxuPuLhwgf7+L/9dOj212H9jKysrK6ueOq5n/5N2LHvx1ALv6vUGJRNJOnd2mb761a8xbA/4y90yGKB6rcHg1u/93u/R7OwsTU1NMdzVHew7gRR3LaNhYEq/v8Ud8NlcB+IfASkij2/fvs35qt3r4EDnv4+4/eEH0Bzml5aXl2l+fo5/x+dw4MNnhUKBbt68Saurq4aTYafhgZWVlZXVycsCdlZWVlbPQIB8GDJbGqPyZol2siXKFBBKFGWgKJkcbJUtWSFEOtF+UNFRBOgLjnEM18G9Lto0gr/6S+yoAVEBnIIAtW1s6+sW4K8f7ARnNFxLbFCXnD4CuLXe0EH2SMuLpGGAyOctpBHpFRhz4fI41xeIA8P7rJiCwPxSKE7l0rYvXAe3Qygjzo5sP997UF8eHMUFIH2MK+xZWVlZDaSNTWrublDg4S7fsvxgLNGH8ddJsK7VmSylQmM0SRP6jWCXe6jP+xvpAM2o091tTDFcB2VT59u24WDvWLIFPQV7r1YPxbZ6BG4PCNeZn3mht+Tm8C527Fw3wHm959yeiBGWIri/UKO7d2YpH1+id7IT9I3ZWXrl9BLNLMy6eYOAuEBRO9ziKtFTSNJNWrhNrivh4WoLaCv7cIqxqgMiquv0gnWi1vsfu8fsdiwo6imutrzw9pEcgNEvf5PzcLubb7nYqSunUfX3yGwnXDd2GpY17hC2DELzq2qXq4FQm7NBewKDFKrryeeBQu/9gLRecJ18Xuj+HRv4PN7Pernp9QP6eh0fWj9N155sMlzn1WFyguvbuPqphyIUkUOJ+183OBHAXfyCuy2LedrBniWsrKysnofgXgeQbHRsjDKpUYbL4n7B4j7CIi2A69Yfr7FzHeC6u3fv0vraGm1srLNznSm3HetyPNO1zgvVRdRzbcRxF2UwcCTFcCDguoX5eXacGxsd4/RDuIZ+4ybSB+OxHGOxJEyaxhKqj5RI8DkE5tve2uhypGcjXD9CxgHXHVkS2F5Y0cdcf8zudW9975u0Umzlvzi/wfGt5izc5IXrurnB1YyFnvyBvBDDb4DgTMhu5hXkM/pFozQ7lmNwbgZNqN8QlF6BgQE8QHZraeyv+lG00tpGHRvn8abNuthZWVk9EwWcMVQPXCMwD8Ck8Uj3+5EAX4B5IEBLLvAloDQkQdHBVuv6drrpOteZgBWmnF1XsV0PhIR0qmN2uIg1A4S1apCWuHq2pIY8rw8XIJfj+ZUuY+zS7zBh8VIXSE3SaYBYcEvLJjQIiDwdNJ2uI7wR5CXw1Bb3SZx+hAmlm+VpphvjDgKxy/tSRs8SsnNkwpyJdJhSlSDXOT+IzHwP1+7dpt/nftvA+RB5ONb0cbPrJie/sI04FAo8eWO/0nGej1Ud9jrX+eWF+zfKQZUNji15xM5+6rthfh/hXsd1CLs1WrArJPUD4N+dUphWS02+Nl2/y/71xMrKyuqzrrp6cLv9j9VtcnD3sZPS9w8b9C/3u4DYhubH5+jC7IVjPz/c8JZnznUF7MKq+fjqWJR+eTpJY/3aEvQ141mi5Jx+jaQ1wFjZU/3AJ6rb9Ug9AHefV3pDtam/PJWg/2bteOMz0vEUnZoYzDXu+up12tjvP85SyVXpYH+whQ3Pzpyh/+Gv/B1anlseaHsrKysrK6uTEpplxGlq5zMNXy2fW6avfe1n6PTp01QsFhnYAmAXDIQYxIN72szMDE1MTPBnwSHHXqyIXQDhLoefXC5H8XjcBey6zUwJXCdOd9mpLL3yylV2buRYW8epDse7f/8+PXr0iEqlEn9eLpfdmNxnBRFaWVlZWWnZaHQrKyurZyhAXufUK4CivRE9oJgdG9xVptUp1640pgA/IcK2n1ucuNdBgKYAtQFog4MY4LrsWJOhJe/xu4lXvK2UXXeyfKHqAlNHcYwD7Ad3NKTnqGLQr6AnRQE0wknveQh5iLzMcoiaviY4BYo20jqPBbaDTNjuRXJfQ/1CXTHLh2FMTFxQp/tgm5oNChQLDNetbTVob2/PBesAQKKMTqvN8J2As2Mv63RTXEdVvUMepyuHLvSHtNYnIxTarloXOysrqxNRbX+nJ0gE9zrR3fRyBwQ3jLwDZRrW2uTfYzMz/Lr3lQW6ci7oBqybAFkv1Qt5aqhrKYVLVCpuMvLH7m3qNWWwYg9LTTq3/HrrjfOj3kNp3XaAn4XX6HF+naZl8nJRtxQueKfu+wKECZwG+UF0SM9Ceqb7eT3ndD1Qtz+k/CtLnPf/7PIyXZ0Y9w3mh1sbcqsxlqJwZpwO6RJDdhF6DSYq6vcW1JX07mukV9IJCHJ61seJVaXz8ZgOnp9e3GjPD6XdzRZ0J1Pw41MjvvmyIcdB/jrl1K0lfhSZplOX8NivDj7/Wjtcl5pynesgXjm9Xnfb4cPDous8WyvrvhTcg7waMZxnzzdua3e1/EZrtCF9RYNhM6+275i+0iXVXYTtU9dbfwO48wJwTya0a9zro+375a+Tr/p0Ycgo/64QoPc65Fzz52n/SzW6/bdUvrxRUPeNP0HRmYSbXwiq66luaQ5/QsGSKrfUlP/nVlZWVi+IAKwBUovFogySZScmKZoeDghGO4S2xwvXPXz4kOG6Q49zWCjSOY5Rc/ocJlxnyg+um52doXHVdxjLZNh5b3ZujuYnZyibnXTd6+LxmO/x/CSLJOEVz7HYH7BeIpnk84gTH84tkN1h4fkuxAP3Oq+CiTA1xBXGhPsl3/EegtcNuK765DGFVdO8G09TeuuuC9aZGhZI825f84whVFV/plks0Uclp611ILv1H6p0vYKV7luQHfVayN4ZlgpQgxKRHM1kirSu/r50sei44mknu++qooKT3jDue1ZWVlZPLQBvzj1MnLIA81wei7SBTgLy9BKAnmK+RqsSI+3jQirycy9bnAoxYLVVrPL7bS54PmKnMUdwETMdzEyX9GEEN72eiofctLvnxxiB18VOVAJkp3/FNW0VNYj1NOk0nclwvNWST7thOMW1p7up0wPYTuDAXuk/YQlcxzBnIMRuib2ATtH4WG+34X6fyzY6L0NcJoAf76h6BAgO34Vrd418BRxgwKFmfomLnYYd9XlRNuKah/cBuQlc5zrXefPc+K6YcB3yKKvy6NJIgr+PMgaA76SuO4E2uA4y4ToT6rt5Z++5lbWVlZXVC6/Hv6tu2t993qmgSqNJ/2inQvv13vdrQHBfvPguRQaMwxhWF+fO0x988m0qVUpt76eDAfqLUwn62fEoxXoF0gdVvyN9WjW4r6hGa1L97UlncoZo7IJ6ED8k2vkB0d4NokZnnwZn+OlMjL5xUKHvFI7vWXkxu0gjSZ/5F49287v0g5Uf9A1EDzfD9GR1baCA9cWpRfp7v/x36cri5YHTa2VlZWVldTJquj+AtnTT3qRUKklLS0s0NjbKzmo85x8gBuwEyMP2ALcsWHc0AbD75JNPGLDD7+hD9O1HBFA6TS4yONXNzc3Rq6++SolEsm3fra0tdq/DK2BIbCuAnYXrrKysrJ69LGBnZWVl9YwFZzdAVgCM4BhXGnJizITsIEBFgJ5ykwj7hmOcdhxb6QEV4XN3/6k0A1NIi8B1cCULBgfrnCMtgOv2cofsTAZXsgfrOYbahnGvy6RPZiDZlJmebgIEyY6AR5T5EIqykhXtNWSnA9hRZoAaz22WuD4grwDbmUAi0vkiwGEmkIl8Qd09szSu3Q4TtZ4gpuQF6gjDl1w/OuE65AHyY1S9f8rZVx4Ouz3UI2+xjdcxAN+F2+p1KRQlmo6+MPloZWX1KVKhfWKyEnzU9refM9lW4TaDXqfOzlM92D9YCOo2SAbYDe51gOsis7NEa8SOKl4JXDfI4GhtV0eNAQ6LpGdJ1vTE8QGL8eIAoxrqCo+Pdz/QUutYCzkAThdcAA5OfxUHBmsCWlqtunCdAGTRxilqLjrHd2C6EXXeXK/zes65U4tQbWuHHtOy6xpIm1OclG4KTrVgrPjYBOXU8UbBRD72317SG1l4zQXqJJ3p8XHya3Fqo7s0QudpNLfh5guAO0ByAO0A0+1vjdJaRAf/R0ZGqDCly5kBQwMuHHHKIpLTJbWxdkDT+SanBRLAD3mB0O/t3as0+cpNf+c6pWYsQYFQhNtrcSR2F0442Gew4TBXYLhBVGwYDkCqTgOYSEbjdK8Soa+k9zozABBazVMI8em2P5EuP7GjGwRoD+5tcHcDfMbAmwHZPZmla+v79PYFVXhb80RnIvqcmL+Pe87dzSHOlHsOz3VA5rXIdeSdb46cS3VqfmJ7h7Z/ZY8e3/sJOg/XpqiO1PcLrOuqLs59DDLGu8CuVlZWVs9JANwAtJnucIDU4F43PdMC1LrBabISp/yO8RJugwo5WnvyhOG6XdUeAUarFEt0UCi45wIoJ25opita2IG/BO0ToA4yoTrIdK2D697k5CTNzcyy815mYpzTnh4Zc9Pfb2Ei6c/JNXkXk4motERjg4N6J618KsPudQLXBUauUHVmQbWHSy2Izk8A6+Tzir5GwHVQOJ2j5RsfqP7VDiX2dlyv+nrMu3TB0SXAnQna4XdAb9BNlNc13ZeceYVofW+extK7tK86bdOpIAVSXRb5KXW+NfPKkgb1lADt3b/Wo29sZWVl9RwkcB1gp26LesA1S9zrTODLXWkbwJAPYGfCQ5DAdacDEQasGFTyuXe2qW0uJMwuYoVsmNMyXtPOXoCOBvO6HUCA0Ay4jq+DHfao3cWuRzoFxBIBiBoEXDSF/BZpoMtTNl6wrmu6a+2Q3TOWwJymU6LUt7lUiBLPwFmtVtd1BecU0G5L9Qt94U5zjqveqt/XVg7p7aUk1z/UQ8Ch2oUR0n1LE4LE9h3H6SLT3Q95hPw5lw6p76NZqzvzSeqInPdaPtByLbRwnZWVlZW/8g+I7v26L+D1rPX1fIPeL/R3r7s0f5HmMnMnlo5oOEYXZy/Q9x/8wH1vIRKivz6boHdTkd4mqBjnnn6LKDmrmqoevTEA7HC0m/6Cdrdb/7Z2EvQIXdH/cDpJ79/PHYvZbiQUoYtzF1Ur2ru/0Wg26LsrH1Ku2NuVDnNnh1tFKhf7l9vs+Az93b/839NrZ17tu62VlZWVVS/1mRN95nrR0jOYNHAlY9pN9z0Ijmpzc/Pm1qSvsfM6cQzeL0B929fnI7k2/Vcg8HzKC3mEfgNeAbzdunWLXebEkU6nrXu6zO0AN546dYouXbpEiYSetQoGA7zN5uYmffzxx+xkp2FIss51VlZWVs9RFrCzsrKyeg4CgPbqRIJhNDh2IZCZooMF3EMCF8FBzCvTDa2XsB2gNgBJAL5wrNj4BCUDmKyrq476YNPYSLvAU3CNAzwFAVRztxkQbgLAxaCVSo8AXE8jQFyAt5CWYd30AH5RthNYGEZ4AELAXVL9aBAM5ZKhjMonOMDdD+7y9baEfGovv+cJhwlcJ06HUle4bOBeFx38IQ6BkflCw4Xr8B1A2UAADBkSDUa5DqFORXoF7zmS/IUyo0nX9RBpvXvfJ7jfysrK6hjVrK4yNEZdYqoelQvsXgcBrnt4+oILET+NS2tHOn7+KjuqSNA3u9AOANc1Dw8puF+gyt4u1QxwCgJYF85OUFgd83B8nJ3d0mMT7PImCqXaYXS44UHomeC4GCKE019p9K6GysanKbI7TtXHemIXcN1+YJoyizpXAKthG5os0eHSJT5nWJ1TzoJze88p543v63azos4Xx/WodO+9FqLM7zzmfL+4iLRN+mdEKMKAWXBK5VcySc1NdYz9c0QfbnCauvUeOL3nRymt0lpx8qdbOpFGyReksYY0ju5S5FaAYUaE9N9Z2SS2EDxogWsCUeYuLjNgiDyB5FxyrPQSMRSYdiBE9BqwLfJCtP9knL6VuUKZyjj96ELAda5juM5pc9nBzgPXrT9eY7AOYMPhwzQdplZ4xTSoqOoQnHfQZifVazKuB4H3r5Vo7OKOupaqhvqQ3vS0C9AFxXnNA4f1DE8s5VQRXtBQ2RYygdod3p5MMFy3Qu/SyidEP//H1Hlrqs5mL7bORxpK07rYAvf8BFhOilHO40CCOGbbdci1lHJth8C5fpfmKZ0vUnYipyHE0RS7FvEu3QIyTfe/XulDfuKcqiwDZdWnGmDlXisrK6uTlAu3OZAd4DXAapjQhXudQMZyH/STOKlKewQHVbRDT9bX6PHqKsN1a2vr7PLmdS2rG5CXC9epNKE/FDGAPi9Ml0xplz2AbpjQRHoB1mEBA0B2cJpD2uUeLnAdnvGDXZzXvGAdruvQcdZBG7u79YT2c/uU29+nSrl/INdzl18EHvLadLGTAPDSA8O5LkcTv6f6BKrJTBf2eprFHYdMsFInsaiS1e6aKHAcVmm4qLqhG6qPM+M1VnQS2qwE1eft9ay1P7XBdda9zsrK6rnIc38WQMh0Euu1oIfAdTf2q3S91OzrPCcynesYrnPc8hLpMM2XNJDWlrYGlupu6FcATx5YCO5564GahgLJAbXDAQofE6xlQmoCYbmQHYT0yLkQ/W2mM6rnSABibcXhQod+gE4nZkFG1KG7pVP6AwAaIdOdDACVm99mxLlxLNMtEGql+/m2OQIcFqINmjRQSO3ENhx4OKhQj0NOwJlXqH9wbiQewVF5dc7Hba5hAKRGHksZwNt2PqDzG7AdJN+Jrvkt7ng4nqonAh+2ufvFQr7Ofjz+oupFqdaku/l6C3StVNR5nXRVa88NpLSysrJ6KdRQ9+vbv6rulZv9tz1h7anb9f+yVaRKo8viLY7ikTh94fw7J+4Y89rp1+jmk1tUqZbp86kw/afTSTofD3UPR0dMyPhVosk3VMfG+4DcQ2gLx87r17XfV32azr7kVXXet1IR+s6QcRp+OjW5QHOZ2b7bPdpZpdtPbvfdLlQN0c76Tt+g9YmRCYbr3jr/+YHTamVlZfXZlTir+XzSbIFKUCAQ9IBix6P2drY1JiJvm7d9Mz2t7duPY7YTndt3nrf39t3S0+zYt5ck3/T2gbZzAzR3szTQOg81NSAWcOJImo2m/iyg094NsNP7P33fpfu19Tq2rk/tC/S3ttdxrU03n/v3sbrXT38F3QWKQ6EQw3U7Ozt07949fsVcEt53zx3wP76e86pTMBRkuG5p6QxNTmbVvgGGBvFdwOvGxjp9/PEPqd6Ae51jvhEwfoZKu5WVlZXV08oCdlZWVlbPUIC8XJhopzh0gL35MCC/4xgMpW2nnXPsd90fwJTpXjc92VoxHDBbJorJvuBQA7schO3AUwAGBWoTDQuHzXicfboFrJ2EALZl0hm3jJ5WeJDCDx7mEHwOGCweL1Kp1KRSNs2g2t2HOzRzNUoP1tX5bmASQEN2UD+3vZOU6VwHiXvducUJhuvgdhgbn1QPgIPVFXGvM+E6du5z4Ec5/qBiuE7lbat+6DqHY9xV+SigKer788xHKyurT7fEvQ4OZMOKQeV4f7g+gEHQLp8BggPUJOCOu8+QE7RwfJPj8evEuAt0BU8vUvjMaXQ4OExKYCyAaabwWbOk23yGffB6f4MhucCdx0SRTR7ujD48xU52zc0/pLGsBpIAqwUA181OUOXqaXaRC1xYcp3lAIHBEcd7Tj6HOifO1yzUGGJ7WCzQvXv3aez9Aj08nWTXwEwq2JY/7QkPUSCu2jz1E0hX9XUW8nS4t0tJuunrYidwXeWNdymq8ic0nWU4L5AKUyg92pk39So1EXS+c0CRw0OKFEpUva6hLTjPVfc32JWwsr7F7wHODFxOkDoLxS8uU/zsOS4HBvdScTdfAps5PlZzdZ2d/CAT8MN1fJSM0tbWNlXyswxhIh/WYqdoLKnyI5ZsC1Jr1CouXIe+HZzrADWs3mhQ4JsfcPkhF98/W3RhABNGSKpXAHe//dr36Be3jBVrHbjOdc0zwT6fMvWq6ZQx1ffUMc5zuCVDdmQAdkFcc6v/uX/rDKU/95YqU5Ux4lDo7M8qOG5zHihOoL/G9h19DnG6M+A68zo4fc61oIyl7qM+3g0WKEsHdBjV/RDAGQzBRkMuXBfxfLsZIMQvJjzYT7iWUX/3Pysrq8+WABc97xBcE7KDAK+hfYgl9NiH3Ae9TuQigev2c/reyaB3IUfb29t0kDtguM5UwrNQEcA+tFchY8EWwHWA6gDUQYDqxlWbiDYMAJ20XxCgOvSt4FiH/hUc9yTdcK6DJO14vu/V55KVReWa9nKHDAxCaJt3d3fpsFikclnD9Ujfyr17XY+HtjneYwjJm6c49tOoeXCJaucXWm+ovG0LdRCgUSA7BIAX2wPQ4VwHuA7udV6sUlZ8PW61uRiSA9mVmtyJESDu0sUizWRWaV8VxyyK1QDq+NLKYbqfq6j+kr5iON2t7UbY+Y5ohW7eSvAx5HhtjonPcAzLyuqzruCAi8N9aiUQWLQ9HwR2g5uYVue9tuoEI/nBdS6Y5JVzHnEvY6AJTZjDsAMiSvF91GktIqrRClQ14IR0ejspjVYbCseuSyPEbmQMr8UCnMZeE9iAu/qq0d5OC/wEfVxXad09aLu2NvCvCwwIEIqScNwjdiXrlU4B67ANrk2cAgHX4fx4+nTzG2PsMs6O9PC8UavsJN0ulNdEG9zDLpD7Qt3b2X5tcC6JuZF8x/tIL0Ay1IFivknbUafd43rXAiTxzKuBO38N/TmcDdWf8aAewxhxM1272AFkyyYqDMkhjy4tZ2j0sKjzF2XoDdhU5SvXInmKV9QRhu0SOI4zp1Dy1Avkq8B1Pk6DyBvApldTrQUezAV2JPAPPajdsnaRfNCs0sP9ugvXcf4/cRYF8rrXoZ5I/fyMqtkHYLGysvqMaO1bRJvX2qPkn5P+yW6FVsq9ATIErX/+7I/QSOLkF0mbSI/TqwuXaXbvBv1HU3Ga6uW8G1R9hqm3VWfuim7fhpZqk0bPEZVVu7X1XfL2P9By/vRYlK7lPWMKQyoWjtIbS29QONQ7xLFaq9If3v2AyrXeC0cE1bXure25iwl2UyY1Rv/dX/xv6YuX3x06zVZWVlZW7aqpe3Q+n6e7d++y+1e+UNDPpsfclg8TJ9ENmBv2/eM8/qDHbTiAXSgYagF2+Ndoth3HPI95XnebDsDOAATJxQEHStfxq6mROHZzCzjxl3q+ZnZ2li5cuESZTObEFy8QIebxzp07uv6quow4UBPua3YZh+E4DFVegWaAzpw9QwsLCxSNRqmOGBKeQ6rR7t4uPXiwwj/on+hrev79XCsrK6vPsixgZ2Vl9VSK2omMoQWgaHS7yFDcGfU3HLvKlSglkv327BQgp0ePNZRWBrS3mWdXup2t3vuJex0EIAmQHoLcjvrQIfDU/ZVdhqeQDkBTK/VK/50diUMap+8Izj7mCvEIDofWG/r8SMsgrn6yLSA3lNEnW/uclr1ckJLJhIa5AsGuq6V2k2yL/VtBb2WazeJ1gu7SDp123h0V8EyVz7kzGe3ENt0J3J2kq53Ada9fnXagw3anQ9Q7rNofCwfVY/Rw9wCUicB1gOrE6RB/rzfGGdIsV9IUidY534LBwYBP5CuARVJ1EMfNqOMClrROdlZWL6fKlRe7fxHbKvYczoqMjKiL8G93cC+Fm+cp4z2vy0kTAVqB9jOwo5sDwC3GA7QLl7mJcQ4A9zrCwCXFlAmre++ptd129zocc0y16+Wz2kEu4MBaJVmFvFpX9+gYNWqtc8jxG+EYRTBxmR7VQFkqrl3vlhfcNc3XqxOU//AhVSYXKTqVpdjYNCXOTKrzjlL87Gl9zgtL2k0upvsFVXVcZHi92YKSGnXd1tdVugSJhyvf0sY2rXN++Od/hHO3yf+XvPe2Mn5OeRsqnQvpGf59R6U3vnROg4AGXFeMpSik0hhsGkdEEFcgTBx2l0IfQF1XocTXGR7fZVAvQq9RLN8CBlA3wPXBvY7z14DrcC7J30Cypge252fYJQ/bcD6ndH1YSat8OzjouBYE6E+EIyrndF40Gk2Oz0LZZWoqHft6ddfTtEkX18qU3L9J//T8h+7+Zz5M0fk3CvRbh0v0E6FbdPua/vvh5Yu0+N4tynw+RdvffIUmX7np7sNubwZcx/VJ1aVQs3PSXvpbXBboc0UczwVnTpwBN7jPha/oN9BNKiRphbRj5G2VvvK7C3RG9Vm+ZNQj2R/wW6ALb9mm9LSOJ0R1qF3gv3EdzdA5CoTC7nHr0YQe1I84Ew0qvQHKUTrc7oQszkdjDuwpdRHiMpAN93fcIFUq+MC725NE6tDswGe66L0kinaBaqysrJ5eXke35yF2iwvpOxqgNjjDAV6DC9zMwixDauy2G/YHrF0nVdVWAUY7rJRoa0fDaHfv3GXnOqhSLGnHOkOHFf38D+gOnwGyM/s94lY3PTNNE+PjNDo2xs56AtNJfwr3a0zQ8j4OVMfPvwZYJ8+p3RYEkj6dvIobH+D1w1yB3ev29/epVCrRYaFA+YP+4xXxaG+QRMZBRAAHn0bB+T7Apuk6j8BzBH/Xm6573aVHX2ewDoJ7XbVUbvO0OQm4zhS+D+YU9M1CnC6lSobrXJFe/1HnGmrosgUZrNutoR4BrtNgHW9ZHeXtTfc6QHbdzmshOyurZ6NG83lj5c9JdccxywPXAQhKOI+yANQAJwHqEYd7rwAlAVLbD4To43oDDQfd3OgCbBkLrOE82XiNgSaB+fwcuijRILZ4QxoFEMLzsVtsTQacxJ0N8BnLAbXm+jw2aJivSx2QPGq2HNUErgP8BIAK8NWlhRG6+fig0yVMYCzP24DjstG6e9275WbXdNZUngrIiLIARGW6kzFc5+eMJmXK/Zwwp/tKPMB5jr9dF7ucMTdQ92lTnf27qV+g1uihD6hv1ANAmVf4+tBuOgseOGXHKvf5fg7xuVmfAS1KncbfAPrGYzrPtstRnZ7pFDsOPup1fAdOE8ARoB1kZ4vSGgAAIABJREFUwnbm566kbmBMzIELTadBlBXgU8B17MgY02kVJ0lxrpMwRQEvP8oRrRqgK9dLL1gHSRl8huE6KGD7WlZWVnCtg3vdEHEIJ6UV1R/4td1S39nyyZEJeu30q88kTeFGjf6DyQi9Ek9SrN8UexqLK77ylGdUJxm/THRwX7XhOx2ffiEVobhqvw8bR2+/zs+dp/nxub7bwblvdfdJ3+2ah03a2+m+aDUEuO6//vf/K/qJz/0bA6fTysrKyspfdfWMnMvl6NatW/Q7v/M79P7779PW9pYzT3+8cNSw487DOtUNq6M64fWSL2Bn8HGDAHYNYz7Ju40+TPPEx/AHFaBBzMVEohFqqLqEOZ5Xrr5CX/vaz9CVK1cpM5ZpS+9xlZ3kl8wDYSHIH/7wh7S+vs5zO5hHqtVqBqzYHbCDIuEInV9WfZq5OQes0+MDAOpWVlbo/v37tLG5wQsb91tUwMrKysrq5GXvxFZWVk+lip3IGFgCR5kOaTvZkoaCjqiSZ5LNBJZ6CcDU+cvTLjT1VGkolSlfqDIsIM5kkobQdnWgFfQB/IkkPezsEx3uYU1WiIcAakHI62GkQbxUWxnlixk6PCxyQJ0OBAyrh5nhH8g4+Frt31q7tKyuM8yucHsjh3zt2uEt4YJ2AA/F5U2EugQI7iQhOzi/IS9QNkgDgFDAhnA6jGNAHnlRr1Iw0t95BkGSAElRR8qbrUCN2zc2WvDj0pj+7Kz+DGWJh1R5PcoDsJlnVlZWL5di0Re7f1EIl0haTj/3uqoP1DRy6ZDGz9Qore6lfu2uC9c19UBarYkFup17X6oFnsdmZugf0TL96WyMfvP0Ak077nUSCA4JYOeCb86x8fcgA8L/4vMXHNeWcRpJxygdDlPcCNo2A7jRHuBsEigPGC5S1QFBgMHg7sapWV6gksq3cHGC0m+8QfkPNbAVcUBBcWkToA8wWtM5HlRohhCxzL+jJQkYrizxQo3hOhFc1/yE4HjOYwp0BhnWW20GYDVopxah4ti0m06aHaHc6DTFx1V6l5YZbDPhulY6dV8kFWj1glSLSXE4nbHLmuMUuL9Dh3SJnfIiazo9t8Jr1PywoLbTQdtwEoQL3fjkpHY+U9cw5gAFLrCH/DfqyF1n8FaC+KFio0LwOCvTTFuAPupDuKnLk93XChvaRa20R8HHNzS/FV8j+qCVVYDpoK8mV9r+BlzH+f9PC/R1eo/3+cr8u/St0Fmaj8/S3FiG4ihPBmidQftKZ0BhM5FWeVdz6q9Oawuy0+XOjnj5Cxp+u1+l//d1dZxPdDrCP/tlDZ6q78W6qruzjrucC9pxGWTY0Y6hPy64Tkc7Pgf/5jjwITPio7puyrGcfhDysRZQ/UNAdigf9Xk8gGvUYAa+n4DrJO9d0NPJf95H0jC5rcE+P7hOPq9N+H/2EqjiU+ZWVlafDrmThPHWEy9c4tgVLhp34Tr0HXo51WOMQWA0gGi5/X1af7LGcF1ur3vwk7jZwT0PkJ+kA6Df7OwMu9aNZTK8OijSND85Q/NnTrXBdF6QTlzpuwn3cXGpM98T1zrpM8G9TtrlJ1vrDAxiMnZ/b089Kw83ZnHS2t08S7VTo6qBd9zrUksd7ki+QnB/6QH/Gk7r9lTAOvRcgqXn5yyPc3PvyQPYw5FudnyFxsNRF6yDBKyDa51Wsc29zhTAPd07te51VlZWJywvRCX35njrHg3obDwTbHPMDnRxIgHw9XCzzlDPJwcNasCF1M/BwxgDF/e6SyMJhswEIBK3MUB3Y03nGDJmDHgNaTVdTo1rAVA0n0gxfDYZa91jcbxEjzb4KFqO6zTA5Qz6uO5Jp1dd0rl+2IIL+6XTdGEDoMdgYT6g81oAda9Qpo4DnQCNWdXP2SpWuQxcFztPGk9UPnMhgDOz1P58p10In14mtAmQUSC7SFgvfIi5mZDqc8Wjqu41sH2Tro7H6GMeDkJ73gp/uHa30IIuzWsx8v7ayhHmWVS9FjBPAE6BT5H+06kW4OodhxP4Et9DuEjie/gbe/geGnXDW7ZHmI+ysrKy+nSqoeG64nr/TU86JepW/T9vVylX6x0NgQDpd5bfpmg4euJpStSL9NbO+3Tq8BENNLXOQFxrUYIjK6weuEfPEm12AnYZ1YYtxYJ0vXi0BTIm0hP05rk3GSDopYJ69v/De9+leqNPeai+4PqjDQ7W76bR5Cj9rX/nb9LX3vkTR0qzlZWVlVW74Pb1gx/8gP7BP/gHdP36dYbrwuGTCVvXrniDb/9CAnZ9Ti0udfgJhoJtDnReMK6rg12XdtCbzhdFfI2OGcKjx4/oo48+ot3dPYbsfuonf8r97CTSLDE2GxsbXI8PDw97znG1qaljdeBYNz09TVeuXKE5Bux0LCTKq1Qu0a2bt9gZz4x7tbKysrJ6vrKAnZWVldUzlumQBpiKFvX7w66kIZ11BOmPHpQoBre2bZ+VRT0SYArwmLjXQXEjCG5YAWbDtYgz2TCOcaYE4hJxmroEAZiSADZvYJtI0mI6wHkFWA2rmgpYBgc5KSPAYaWSs0pLKE4jzaMNNMtDF6Kvkw6IkAVklwhSOpWhjDqPCdrB0Q3QmcB2t4xj9bqW45I4HQLchEsi6lpmNOmChsE+K6Z0e+hjhz4HGpSywd/nnM8RUMlBjY4zQC95vy/IO9Tt3CTglUN2c0SZrpwgjGhlZfUZ1e1c/20MjVXOU8K5pwEiB7Aci7ZAO982rNn+N0C033Zcuv6303N03nGvAzQ1Qq37HAK69Q66rRFQWaBl0bdVOrBm6v+1pqONm5fe5VeED4uLS6mRoTQ1aSeot0kedk6QQtKLQPvgQkcTIzyUC8iOUmmSFh4hyF+f+RL/DlAQEBm7tBlucACY+DhNB1pzhMAqTkdJB5RhsYE9dRZ2gi10WW3fkAQ31Z1BY3EQwxmafsGE5ECA2Qk6XDpH6aVlduUDCBiYmmiDrUqhdgdepDteb6Wp5EB2nFkYeFXXjJYUkF24dldvtP0h3U0vUz6+RI9Vucypc887+0vQf1XlcTTQ0CmPwR0uzK5s0EpDXV9ZB+qjXhw0VFtYLFHuYIzScDw00odrDwnchb8BnJVy2hmt9PtEB+r93Cp/9vNz2/x67clq17x9e26efu3Jaffvh+9cpH+4F6fzcv2qrOJx3c73EnKx7vQDuJ0PRijUqOr6gJ/6tEpjTk/7w7X5lDr3H4zSP7wYZwijw08mFGmfh3CAO1JbCrCnXfA23E2C4gznvPK3Jj7KQJ5bN5UA1bl9VfV9xd8NJ5g1RlKf2t2PGNgIBnhVurCR/3yeko/zbt5zX7ivth/ZYUc9hiGRLisrK6vnLLh2mVAblB5JUcJxUQP0bMJr3STudRBgtLJqww4NqL5YqbSBdACaoolW+wuYTs6ddqD9mblZGld9DTi6zc7N8e9w1ENfxwSgzTERcanr9jxq9tvwe7VS1mlXbZy470EC1cGJD7AgwLq1J09oR70Crtvd2WX3OnHmMwW3vWeheqx94YedH5ugyMiCbsXip3sHc0sAOKAJnwD/qtPme8cGvOc8bqFeoE7CxRBuhjgfrqLTxW6FPqQlWsugf6Pbdg3SaZmOdSZc19q//ZxWVlZWz1zxELuwnQo1GHybjOl7WUSec4PtQVR4DgbYY0JfgLUY6oFM4MsDIwlIlE3oY/u61jmfAzbKJYP0yYF6PsICJ37wmqHVonZnI14MJcFOaHAlO86ANsBPsCwVUM11sZtOtNIJFTsXBIGLGa4f6Rxjx/rOdIokmMvMZ4xjiEMfw3HVmj9cBxDRASbfTjddoBFpnmSXthdnMbkW5Bfm/MwmKo6D3PFpMtYaCxKgEzCn9CalbsSDGsDbrco+jpOdOP6dS7Wc6Lx53g9Q9PaDjO+FF65bdkBITmsMEKD+jkjQI75/B86CTLvlhuteB1DxkeoPtsF1fuCllZWVlZXW5h+qzsM3cYN93imhnGpHvpnrP/98enKRzs6cPfH0ZKp79MWtP6Dxiv8ChL4qq22LW6prM/30CUidItr6niqbznZsWfVzjgLYAap7Z/ktGkv0HwP/7v3vUe6w/7xdea9Ch4Xu5ZZOpOlv/MKv0C/8kZ8fKq1WVlZWVt11f+UevXftPfrggw94zFwmbuV56djlc0g/0O0o73fTsR7/KICd8+M9ZlcHu3qjbdthr/dZSkA0rPGDdNbqNSoUCvTee+/R/NwCvfnmmzzvE40e77iEmRfFYpHW1tbo9u3bvNh1BPEG3cattGm986t2qMOij6dOneIFIEfHRt198VqpVOiTTz6htfU1Bk+PayzMysrKyurpZAE7Kysrq2cs0yENAJV2Wksf6VjaBaPBUNrMTpHKDlh09/5eV4czAaYAs5lucUeVBL/BvU7AqaPIhLgEPMBkaGCIpWUkwE0Ct023tEEl4BrgMrOMSlmUUZmDvhvJjtDtgcQOdsYK+CMjIUqnU27a4ZJXKkVoaz/DUB/Oez/YGgS/SBpEAzR2kgKQJnCd6XQIwVUmbjhLDfNgJxCmF65Dnp87o0P+4XIngegARILRwcBPBEBKPea6va3dHHEdR4E9raysrLqpbriMtLnXDdDmwBVuxHGvM13E0AZIGyZwnDjCid6fn6WP7wMUWuO/k4Ul/Tqaooi6/4VjQfeYCPBmZzl1LBzHdAPF72iHxOXs/whcco8p2g+dpVAjTiFKcqjxYbLlloV2P1/Uj5G6rS5zQLqcEwJkhHMEQhFqql0DAO3KRQaivlEu0OretDrnN3nb3/7cq3RmcYmWz5+jMXUtEtCOtOKVx3aNoDTR1r4EUjnlUShz2QT3e9/zZaBSA07tA8f8eblzsQLAdfHlc9q17sIShQ0IELBWnSEr7bBnpnGiUSAJOROwqq6uiZ0JHXc/voaxCart7lJta4ceT/4c0Z3f5ff3vrJAc6RBuUZmioA2jocCFA8FqRkkzl99gCRVU3XuR1DukKFI6Ud0E/LWjBMT9zra/kTDdfnrqjJ+pMEzzEk7XZ+3z/kc7MCZ3K5t0hKt0gppUHPjxjhNTlbZPQ9wwbi6XAY1kykK7m269cirrJNr6AEA5kdfsB5sQfeBUIZhN/zFkF1pj7515Swlt9dp56MIjZ1tBcajbjYBwIXb+xNm3rF7IVcjDTcwtCaAnTpPozzbDn6qfXBMgTRl5XnUAQSySnw9+jAR9SN9PekzSf3uyP9+AmhnshZ5ld54puvmVlZWVs9CNY9zm0hAt3g8Tsl4+/NzSADqbsd03OsApR2W8IxcYpe3qg+gLXAdzidQHcC0kdERhvsmxsdpFA566j5ugnXi/gvXOp1O3U64i8n0cFH3LvAjTnVwqXPTrto9OOqiDQRUt7+/T8XDw3awTl1TN7juWaljwZrxCdrstnE39/pK3XWvi6w/puqTxzT93R3KhXe4LZd6cdJQnVcmZGdKIDv+nYG5FWr3PVgxPmvV3UsXix1gHY7lVy+trKysTlyGcxap58D56RQ7Z0EAeyAvXFfiJltDXwJ8AexheRebEbcv/BjQl0BqAhBBAJ4Y6FOveB+Q1XyiwaDaaEgddzxM1554gqlxXI87nFaYEukqVqFhmCoTHXzV+ByP1xvjAaZjmUeAAK/wcxzysMHpzC2M0M07PgueGNLpjLEDnpnOeFhDjWaem3CduLq5+W0CVEgnfozxdkCTKFdJq4BmDDcOP93x9PLk47XdGr09HnbLjZfhKRGX+5hPQP3RpeulhjodoLEW6OoYyNCn2gb1EE52puOffF8YtDPhNU9d7CuPq68XroOLnoCAkIB1+moCLlgH5zpI3Ov0BtXuMKp1r7OysrLSqqnG9/r/pJrvFwM6HwsH6O1UhH4/X+m6TSKaoHfOv03BARYUPqqCqj8zf7hK7+y817bg38Dav6MSivHwp2xvsAAhfmqdczQzkeGdieHE8/rp1+ncjN+kRLs2c5v0w0cf6+D7HooEIrT26GHXzxOxBP0XP/fX6c/98X936PRaWVlZWXXXvbv36MMPP6TNzU0et0+oZ3hASjzO3sNR9Cjq6QxHHoc29S/Qpf17XtsPombA38GOXdzIcHELGPnRdMZYnLGLRqDRBjj2y7fnKVwjz8fUG27cJf6+f/8+3bh5g548ecJzQADsuuX3UYT6KbElOzs79PjxY/7B3wDh2hwBJc+b1PE+ADvMR507d46mpqZ43ozjd1T/sFar8ZzSnbt3aGtri2LR2AuR51ZWVlZWFrCzsrKyeqYCSCQOabQ0pgGwsxoIS6f15JnAV4N2mAEVIYCaAah1vSoXoCI/hzOcWwSYDWCen4tOL8mkYKOuJwERHK2hKGoDp3B+P8BvUAESAMw1qDhdtdaAupkmaBDHN6QXYCLvLy52N3bpflCDW4D/ZrO6nNwgbwcAGLS8zO1CnslgBJHjmrMElxh9zjPOZ4DGTJngmFzb0+S3V4DrvE6HqCupQF1dQ+9BcDfQsK7zioMNVR1db1Q6HA4l7Xhvy3FgZIcbB9QQEGRQCWz6WP2O9O/l949w9VZWVlYnIwR0S7sbjyfZ8SwuK1k7bRjumRBCfyqOU9mDuOMet5jnddKf/Og4zZIG9gBfjSf0Php6bw/yxXG8sF43Pbq3SqfOzlPhh3coNzdPi3vXqT4xTtVCq/+AgHFRdVS/jzTo6zpsOZ0mkjqeTdzs1M/ddIwy6nh7iyt06/QFPlcmFeQgd53YJAXdgeMmtyPlfIHKjhvMoepzAByL0bqbDtzlEYC/uKUD4Sp7u1ScBhDo/6jrbaMkKB59selcjmobW9R40JpghXudCM51kalRhqzcVFarVKU67av0II0NJ7AeeSLh8mbeJBH0FwwxrKVKlEKpNCElcPEDyEdruvyyqfNUcPLOuxBCxFz2jC9CpaBW52tAYH+1cKDa3RH+SPpDAsq3Se2H9DPc5bjX+Qr8XK+FX0ecD/cC9PbMDK04UeoAIgATACwA0LC79YRGnPwxZdapg8asKmMsthCg7BjgzZoLO2AKQlaAh5Mcq7BJ9P44u9h1k7ePxt83xDCqOiDfu0TdJ5DSD65zygT7et2KOnZ33JBQ5hEjuN9Nj5P/rsz8Lzjwrte9zsrKyuoFFVzCwjEduOy6yDkOcrGEdooz4bV+QttQyRfpULUjRcfBruq03eJiJ45hAtdNT88wWAeQbnJyklcEnZ+c4f6SCdV5HetkgQAvWDcIZCftiMB164/XGKzbK+Roa2ebnVUFqiuXK7Sxsc5QHWSCdSakZboAQkj/s5D3vCwPWNFVpQdtf45P3aPcLiB4Z6ziGcN1IoHs/OTnQtfrM7wHoE6ky6y93y2T7VZWVlbHLhMAMn73c86CBPTytmMC1wnw1frAeZ7xgkdOGwCYChI3NZFARDifHBIw2HJcu4dBDGGhHREg2zy+es8La41tBuj0tPPc1dDQ2iD31tFDn0VLuoBT+hoqDNkJ9PbooNi5j0BNfdIJ8cIrnN7W7mZeb1VaedIrfZzX6lqkbHl5dtIObjcPOjZ/tnLKDLq2S235AZm/H4eQBywe1tCugYDXxj1dFtRz1MVxvQQPv4d6eJnXUUBfLdZKm9RF73V1k199ML4T8v27NJJwXfYEPjVdI/kyai24DoAr6sR+IMzudXqDuj/8Z+E6KysrK0fqnnj7H6t28snzTogr3KH/bDZG3ylUqOZrPhOgqwtXaGp06sTSEFL9syu56/Tq/kcUbB5xLPngDtHU59XBBlv0tqsAEXYBCRPB4duzpanT9M75t9jFrp/+4Na3qVLrDjpy8tS/3JMDqlY7HYuhaDhKf/1P/Sf0F77y54dOq5WVlZVVb8FtDPPDgLsazUYLrGseP8DVExTDf01jQaIeAJy7vuoz3n4QYTsXsAu2ADv81wbNOe/J+Ti+0WmrAemZ49kvMtQlEKYsJi0CnJbP5xlMW1xcdJ39GDQ8husJBrQlBBzm7ty5Q/fu3ePFFAHIeeMYxUFQylzmwSR/Z2dn6fOf/zzPUTGE19DpxGKMt27eokcPH1H+IM/HlQUeZf8Tc3q0srKysuopC9hZWVlZPScB/MJ6Wwh8LlXSHKQrAfCDAkUcELZfYfBLAqj9JNAYJNCU616HIP9oaODgezOgGEKguziTmeDUoDLThjSZ4EEMq6yF4z32dtLUaLoPURzo7BPk7G7bB0IzITtcD4CwB+s6oG2U8xhB+4dtQXj8OgQE1k141MLKcgFVrnBvSSfwwJVkyA7nnrka5bSMqrxmt8B0hNMoejTA9Q2jDqdDVS6DBENqALPetpI/6qc4CnrhOq8AbcajetI7CbcfdbzwkBPJqOPII4CCJ+34Z2VlZdVL+VeW2P0UcBzRJL8nTnOAlnl9UdWGSbtaMgKseTozEnK3z6RG6fDLX2a4bv5y0AX24tGm2/a12sCyGzg+KAi++OATErRsJHqbVp+cp1XaVmlf6boP0rQfijDgjLYiX6zQqRmV7Bgvz0WVZtAJPg+27XPqbDtEj7RqhKo1WIj+BvIjf7DPAesA6RBsDyFw/fChOsbUJv3Cxg7ld1qOr4+rRdV6Lrl/C4gICVxngnU4Pgb1x2/codreLrvJmQpPjFM4M84wnClxHYtt5igfaLpB9VqP+P9wA4TOLU64eRMdTWv3u8KBqgRwCiQ+Ps5DtNaqM4UlBhJFCNLSAYwqnzBZXtd9AEBaCZWWx851bG1tUz2vzz9mpAHSsF6TJ7qbFQOuK2xo5za4oqGLUzDcGaF+kB2UabYZBvxo5UO6Tn+M4YiN9XUuO5SFlKEpOPxorVOoNqbq/iRt0SKlKxpMJFVWDCeGohp0O9RAHJzmfv/1EdW52GWHpFNndbCCWeZeSR3QzsEajquV8f2YoYNCkt6gTapuTujyTlHLrVCk8r1a1VCl1B2BBAEIutmR0aAgyhyuxZxen35UV/c6C9dZWVm9JKp7XW8cwUkumWjdP70utX4y+0FoGwCoVcplhtJq6jwHhTyNOO2x9G0ErpuemaaFhQUXrEMbOrMwy0CdLAAQTySPfaIY/QkTrlvdXudJVqxkKm51a2uaPgdUl9vbZ0gQSjiQAlKERQkinnGFRPLZgGm+cF38dNfAuDZVdHsF9zoonO7XYXi2Cvv0gwWUg5OdCdN5ATr0Rw/yZh6YwXoBVT61ruewsrKyOkmJG5cJ1wEoEucs7z0JY6ulWrPdFd4EvmQcoYFIrPbnEAGJBHaS84yEAy5MhvNFqOE6iGkH0CKZU9DXcl0Cnkt1hrXglJpLBmletT0PmlWaqYbpNAVdyO44JPkEuAm/Z6OtfBCXs2ufdHHEkXQ6mk+k+DgApuCqJrAhVPesvi9uZatFJ5gb+V3pfN5zXQkdCdAo4OQLo4oGwa51c1s7DsVDdC2v+oyqjr8ZqtIdld/ZaPfzxVX2R8JmOUTpxn6FFqdUPm9iP8fJDo6KXpBtUHmAU3wnUEaA6y6PRdtcHeOeLpQ4GkKoN3Cuu85TJbpOsLNe0RPsLy6SVlZWVlZaezeIVv7F805Fhz6n2qrX1c8fHnZCW5lUht4488aJnTvWKNObux/Qmfz9pztQTfXb9j8hmnj16Y6DfmQXN9v6gMCACFDij7/64wy99dOd9bv0YLu7K50oVAvR1rp/0ADGqf7an/yP6S9/9S/Z53srKyurExCAJDiMiftYOBSmWrOmwaEh24h+MoE232MH/LftccAXa3vvPoGng8leinYv0MqbUDjEoQ4NVXdC4TA7ImJOSGI2e0KNRxQc6G7cuEErKyscYzAI7OY6CTZ1/cfc1eXLl/l7YAqujj/8+IcMCeI84UiYjvkrYWVlZWV1RL1go/JWVlZWn14JuCUudpA4dgEoysCxC3+EI+5D5SAC9JQvaOcuOI3xMVdarl0mwAbXM0gcyWazwbaV2weRQAASkAxnsgfrOYaZxLluWAGCMq9HQIJBV7eH2gLli7p5k/wdNk0oq0fO77ecVxxr4bIOvEqnZrm8IOTcoGnsJxwnEtVlASe7eBEwxqE6X4YyhQrRItHowwQDjV7Q7u59HWiO8j4OyE5AzAvZMde9DgDHoCo0QxSo6MD1ta2GC2ECLPWWh5lebNf2mSrXYb4LCGYHjBhrVFT+pF0HQysrK6sXQXBOSc6NE+5MsViA6qEghTzuJ2jD0uxIV3Zhbtl3b2e343gCpWP7rX09WAj4PZ0KM6wNSdsCoa3pNegHyI7FRiQ6ULoL/kMP2YUOQe7a8Q73X4BkeznVpxkZ5WszhQB3r/xAKKQv3KzxOuMC13HA+g19vMA3v6lfne3/ifr5KZUGUeqjskpbhB3yRNkR5Lo+vxeuk+Of/uAD+vWPWoH9W4XbNPnVv8AwIwfpp2O07IBWgKKaBWfSvFCixevXaW5vl371N667eQNVl1v9MORNqdSk5tioPobjYofSCI9NUHgc5bvG7nWQQJnZsSbXFxEHF2LCwQEaJC1L69v0nro2wGwMH5IGMSEBIKG2fp/Addt3KFhSv4dV+eevd5QTa9T/bZYbS1+hJfo2rdC7/NeV9W/Qw6WLtKGK7nD7TWKTXkcA4uDuw/lkwBlzM7MM4YUyI3RqIUPoCwGMQLk1IxEqUZD2axnKVwIMxLVRfYbMMvcKx5Lyh8RVD6DcH9A59d2K0ogq77SqxzOxTucg1J+8ATTu5/apXCypfN+me0G9QAH6UFLm6XTKXVXPF3gVBz0BHK2srKw+o0IblTfcWUbHxmgsk6HZWd1XGN3acB3r4JAHiA9g3cT4OG+bnZhkkN+E68zxhUHUze0WaoHZ+ba2wwTrtre32b31IHdAh4VCG1wnTnWJaP8AsZdGL1HgN/LfhAkB1AGyk9/N7SDtftdl9f2k/4r3VlZWVicmgZ5D+rlY4B6BxgaFsMRBC1o1gR4fuM7rYJpN6LEEgEThUOf9UQNGLchuSz0jrQ6SKBfUinOalvEonCLX+YuOCbIDTDepnu+QXy1FVTqrnJ/sctZHj7nrAAAgAElEQVSrXXPSmUuOcDq3uOmIMbjI7mmAuxy4TtzrXLeyIo7rjMX4OetFW2lCWq7EA5zf7WnVUOVxO8UdWUeB1PzUcPJc6p9RBo1qlXILOr8L2e51HM/YWKDP3ALfie1d9R1J1Gg+YDgqPoVMuA5lsZjV55EFkbBwFL4a4gKAOixwHeoE6kOHc52VlZWVVX/V1D3z4/+xK7z1vPVnJ+P0UTFPFdP4NBiiN8+9SakTcnTPVPbo3e1v00Rl53gOuPsR0eiy6s90joUPrDoW8/NfEHrfz+Kvi6ZHp+hn3vwZSvqMy3tVrVXpX9/8130D3YPq3/ajHd+AdYbrvvbL9Fe/9ldcVx8rKysrq+PV9PQ0LZ5aZBgKbaTr9nUCrlwmVGcen9//lIBL4tTG1xdoh+T4fcPxrQM2k6GWxsuz0Cuc3tidD8/cgZCG6NR1ZjIZmpub459YLNYG4h2XkE9YTPjWrVu0urrK8Yt+UKKG6ZouVKdd7TWMBwAQgN2ZM2cZtpNCwGcbGxv08ccf00H+wC0Ts9zku/JSgJBWVlZWnzLZ0C0rKyur5yAARgK7mUARgraSAwZ9iRAslk45t/OV3a7bAeoDyAZXMv57IUOZ0SgH7yPQbFCISSAABJUBAhDnPAGZBoW7TPAPAswl14OgOhMqGEacrkLDzVfT4W1YCQgGyC7jXB9c5AAuIFhaAtSP68FTwMpALE4RPCylU+zWovM8yfUDoBvOb4J2dGOTr1PS+7SQnRfEdJ0OAXAMMrDcbFCgWODgQ4E9IMCASGe/tDEYkghS3Ilvaw7wAIzBbx042eA0z6i8KcPFbjLpwodWVlZWJybHobOG+/WQzRcGzkxAHPdABHgBasb7iUirfQaMJjCRgGniyCKOL3p/LbSJeoxOu571A8IBlInW7qzR7PJs2+fpH7ac7OCylrh+mwIPzjNM9mQ3xCC6hrIzjMzVQ6pPU9b3fAlMD42eo/39HVqd2aeZYJTq4XHHVU2DYxgMpYbeNlEucPC6wHUC1klazfT8YLm1uABNLjMo2HQAOzj9mfnNeeMEyEM4/u2H9+jJR2U+rgBuxSs/3Xb9CNKvhmMUDah233Edax4eUnN1nZ3v8t95nxAFiGMgb+6/ukB7NzScD+AKebOFvFGZE4hEeAw/wPiiarfHUvSN2VlqfnnavU4AAoAouV/krMIue4kErmtu7lBwv0B7Ks8A1+EYzS9/mfPtzFtrNJK56roEo37JvoDrqJTTcN3TwF0C3/nEhy2+J8sV3Or4bMF5/f3oG1QsFnlipajydHZujlKhs3qBAU6vhuziPebUY4k4SQ/DLHOv3O+cKn8TjhDBKTFJKfdvt8xl/6qG87Dv6v1HLlCBdD88+BHV39lUfTO14Y/p7bEwQzarz2sHv62srE5ScNF6nqFm/e5xw7q+J1Q/Aat5Ap4rzhUZphO3upHRERpX78MhT8A6tANz2RluO0dGRlznOojHPQY8v5/brfQZdreecJshrrrsqFsquo51aMsErMsX8uy8B5lwXVj1AWoCyUve+LjXeeX267rIO4ZyWOy2RMKA6gfOdXEuFKULe8+1PnZT1XBJBGxngnXm52i3c0FVJukmRfKdeYHvGwC88DEtuGRlZTW8goHh2pWXToCOgk7kV8iAs5zWA3BPNl5z4Tq4xwHy8T4zQoB8dssNF/iCQ1wn8OWBv9T5vTBRwn/9Ep3EoJlGYkevmwdFBpsYasK4rQBZJmCG9/CZxw0N1+O6fhngmqgQfbrxeEBvyDv8ZBPquVNiwaX9M4FD/C7pVBo9VNc1rZ79i3XOz3F1rSZkhzJAXst5BKgSt7I2edpbgesuj/nPEa16Xc66KYL9u0cO9gtizMFBnvK9z+EHCoowDuUFNrt+7nOcpkp/qdoBeQ6quVSIdvcaDqCoIcqBYE+vpHxwrU5aXABSff9OB1qDFBquawXJiXMkJMClC1saxc7udV5Y0RnHs/JX8yUKBLWysjoOqe/8/d8gOrj3vBPSVe+kI3Q5HqbvG+30qclTdH723Imcb/HwIb258wEl68e4yGzlgGjnB0RTbw0WC+Cnw7Wu7f/D6mAjBAuTC/STr39lILgOwfXfW/mQ9g73e26HAPX6QZ1ye7nOzwIB+ss//Zfor/3Jv0qR0HAxOlZWVlZWg+vq1au0t7dH3/nOd+j+/fu0s7vDLnYnrZMA+F4ENVR7K4CdAIsiXkCw2QK1vPC4bAv462WQlKFcC66tUW9QJBKhL7z7RXrrrbcY4JT5n+MySJBjHeTzDNY9fPiQcrkcxzJ0mwtrGmNXspAj+iGLi4v8MzoKpz3si58IVSolerL2hG7fvq0X6Q0FqVqpMlAo5Sbl/Gmty1ZWVlYvsixgZ2Vl9VSK2omMoSQudiIAR0QzbcAWgrgG7fADviqVOlfddB3hLowRbVddxzwIINvoRMLdHxom0A0BZuKw8/0ba64zGTS0U9xk+0AlAs8FrhvGvQ4qheJULm23vafz1zjfENAZb6vyr3VNKT4eO8c9RL5N0GxWP3CKq4qsiB8Mhd3J1GEDqdvdC53rd1a3j/MqwTl6tK5dcO7SDp0m7a4HAFDKGWmWejYsaCf7AcRcb1Toc4DrHPc6uOoFBpjYFeBQYMe7D3fY5RCCy2E3yfcB0i6EOpg+MrjBIqcVroqo43Cx4wB3Kyurl07lyovdv0jV4j3vhpGREXURrfsdgKvXUn/c/RuBPggUw08o0LpnyuMZIKhShTiIutLUbQECxRHQXZ8bo+zIA6qHz7hgmle476KdAKwMyb1b7s/Svr61ukaXtz+gX/fsD3CNETP1CpBOJL8DQMs7IJo4tUEA5iT93YR7NNp72uo+6VkLhNnBTlTE/dx4dDVBQFHzwy19rW9k2yA5OLgdNGa5dfEGnov7DI6f+q37LWjvHb3vyKVDGLIxzIhgfQh5V1Pts9+DdDg7QbRWbgF69QsExFsWN5C8aRvkjiUYsluZmSTa2HCvD855XpnBWlSvtsF19UKeGvs79Efu3aW//39/i9Pw6N5qm4sfBBgd7oJmoFajsElBwHVqfzqoIpKOPKaCgyu1Q2/PLRM9abnYeXX7wxSdf6PQ9nf8x3RwO1ZtAyiR9JB0cWM1fz8HIoZPVTdilxo0frHWUeYMtzmTCahb6D+j/AWS6CWUeT0QomC51aeazuXojtoXdQer1gGuA8iQqv0ren/lEvfFz22WKBfUCyNUK2U33Vg4INwLWtie7JkeGpnt/fkLrugRF9GwsrLqr9pzHp/pN8E3DGiMdpeB54IG6AQWE7BudnbWdatDG5DN6nungHXmwj3m2MIg5+eAaA9cZ4J1cC2FQ52fW50XquuWR+FIZ1vWL3/MttBPspiBCPDhUwmB5D1u2cHRBDUQPBiq+H6eT2UosXdMK+k/pfzqJvK66hlPqzquhQzWGZHv1XRr/1En8KDm+brZCW4rq2evxgvqYHJsChrAG54ffNqBRDrcBtf1k8B1DzfrdL3U7HTzMoGpuG47Ba6DW16qEqGZ8e6NAxy8GDJzxrThrnen5NM/wfXgXAIROvDazccHdPV0igGkG/sVhvRwXQzaOeCaKFXBOY5eB0zXv5sHPs5wQQdURDr5WTLgQlDXdmsqX2o0Fg8wMCUwHa57LqyBRpQJrgEgIBagWy3VOvPb57lQXNEmHYB0UGfCDjEI39vxrRfABYiwq3qBdaJecF23z+W4CCILdAf5zeC6bkKdQRmQk3+AKF3Y8ygKaeBUvg+A61C/5fuHui+mjq10dboZCmz53kaB61EbWCrQYah32Vghq+wCB1ZWnyntfUJ0//9kR5AXVWi1/+2JON1Y1S52sUiM3jr3+WMHtkKqP3Yld51/Io2jLzDcVbvXVds5T5Q+Nfy+SE/+oe9HaO1ulnr32xBE/sqpq/SlS1+kaNh/3sur/cI+fe/+9/puF2wGaXN1s+N9tNl//iv/Hv1nf+qvUXyYYAQrKysrq6EFB69XXnmVfumXfom+89536M7tO1TA3HajcexPP+0OZs22Tz4tOg7ArvGyAHbUmjvBtQBCGx0Zpbn5Ofqpn/wqvfnmmxRVz+fNxgn0FdU5AdXdvXuXneawwOJA8bWGSyBA0gsXLtCpxVMUDAbca8Fna2tr9PDBQ1p7sqbLUh1bxzSo7QJNIwPIDhNYWVlZPQfZyCYrK6unUsVOZAwtgewYNFoaY4gJwealLIKv9QRfJDrYIB6CvhA0lq4g4DfKUBEAOgk7DxlwHVzJpidbcJ8Ev0ug2TAwG+CnR4+1KxjAKXEmG1QCcUn6zHSZGgZOCxTzbto4Gp6cgPYVHcB/FEc3pA8SyG4D4OINPQALsBD5rR3eGjSbDbYF8cGFDhomkG8QAXLLjgEkjLqQHRyDRGY5rNzoHCzuJikTcTpEPbqQHWN4Izum4c9YvUTBqH9ZeQUIc22rwXVbIExxOfSTfB94X7VPGzTSbAVmdFUgqB0F9yvsuMdy4A3U/UcThady9bOysnq2ikVf7P5FIQyHq05VnIGt6sEBg150R8Noe1/RPl0I+naDw0i3XbgzCbgOEAf3QDiaabi5zDA87m/5A2JoaHSipFq5SzSTgfNWho8jblyAml2AzUchmXRVp19a36bKnna+/SmV0PL6Ot0Kr9GH8dfbQLpuRin4DA5pMtU6NzfD7SLuwRIAHqpX28LddBtNdH9ll8qbJVqfUm31QclwKdPiNrOp4TPkGdxoEsFdWqUv089tf5t+/aPzOs1LCU7zmcdhumcw9QK4Qfuhs3ROpSkca9Up5BcAqelCmZpPdunczTtUmi3QH/7w++qoYy6gN1Y5z4AeYMZIKsOwOQRAC2mjgnY/a4ylKJwZp/DEOP3pV3dV+soMHgJuQ/6szoxzmyp5wwOjPnmaUfuv0naHcx5kwnXIH7iokQPXwUEPcF3p3l2q7exy2nENiw+IXfzg5ibudXCjRf2LhH1SMKn6F7ikc4e+TnQDCexeYZfenpvqgOzqPzlDP/HNJfrKT7f6Lb95eoEW1SaTpVbwHsCJsdExymarKt9b6RZYTtyU/VSfm6dKRNdDKXMXrqs7++Vz6vu077ojwn0IgAaEMhAxoKG+e7z4gfrucHglXP/qe6qft0FfHL1LxY/L9Jtnv00L/8+668J3Ze73KBaLUuSO6tfPvEUxWqf9XMTtI+q+odM/dI7XJpTDeo88jn1LdeSvENUmjAvHMaZ77PTiqFIZ0HHBysrq0yf1zIZ7qQuLdxHuv+Q4jMKVDiAdBGAskUzS3MwsTc/MMFQ3np1rew6XsRR5/jbHOYZ5JjfhOgGypc3Y2tnmiU+AdetP1lyoTlzqiqV2cNt0qePr84y9CBj5MrmcBhMv55SCF0LVIJ0h7999ZN3rrKysTlTdICbD0QuQ2XhGw3VxB0Dza2fxDCjuWQ/3NVwnYvesPsAU4Lpsoum4gfkL7VjEcXDTkJ2G2MaaxvOb6WIH4TmtEWxBdj5iZ7gB4MFBJc51AkZBbSCggIze9Jh5VKozqDWfSDEwtX7YgvWQ1yiLnvntFeCtuRjDW8jr04F4B1gHOOuF1CCw3bBCvcAAW5/FBXoJZUBlXYbIy+1yF9jzCFqO1+jSSKIDbvX25arkD8q5LoQ5zyIFAnVaWVlZWbVUKxB98r+q1xd/fvdL6QidV/20j4t1ujx/iWYzx7tIWqJeojf2vkdnCvdVk3FCCyxhocP1f636Jl9WJxxyBb7iuuoI+cclfKL6TrveVWoMjcRH6M1zb9LVU5cZEhhEcN157841KlV7w/MIxC9sFqhY7Fxk75e+/Iv0K//Wf07J2GCxD1ZWVlZWR1c4HKFTi4v0Z37hz/Drh9/7kNbWnlC9Xjt+wC4Q8H2y0s9sn45nrhZgh/mW4FCAneRB8yVauKrhLLSAa8Uc0NzsLF28dJG++O6XaGZG97kGWYznKMIiizdv3qSdnR2qVCuUCHVf2BBJwOkD7LSnAchYLEaXLl2ihYUFhhrhwItphVqtRvfu3aOVlRVezBHOeADs4M7H1yJ8netg90KvN2FlZWX1qdTLORtuZWVl9ZKLQR8HfEOAOZ2VoPMau9U0Blh5noN94YRRqTmB7N0nWQEYiatdbCquneLUPsM414kQZJYvVGnnoNTmXncUmc56SBe/HmGF+W4rooqD3VHBKtNxsM2d78YmXzcgtNMzo3SG3wQMEaasC0m2Vh05TgvyVKBOgXiMz6OdiZzg6sv6BdcMEPDu/T1O+yDXbsJ1kACPqCcuXOeUyyBC4Dvq897eHtcTca8bRABOz6hXQCbivDSMNDiqXezgpPTYgCytrKysnpXYwU61ywDV0LoB1GKHLUMChnO7asB1uG9CXnc6BJsD6BaV1f1/3LnndROOmxnVweXSt2Awy1Bta4fhOuhibZYu5jcoNqMnTyOzBXZlCzvQUXi8BR99Y3ZWO7tFdft90BhnqImBc9VuILCvX2+G+0DZsVaeAByjIIWwJ1Z3VWldTqTo3Ng4NVX+1M7sUKmpIbbalh4svbgOrH6LTsVS9MhwDSx89QwtLNQo7YENAceN5Qs8Jimub6bO5e/Q90kDhsnFPIUyX+DrEshL4D9Obwp9tySFUqqtOb3IZV0b36U/M7FL37rSWuU1FRrTjoKAJuNRPgZc+hrhoHbICbQWVgDQp/7PvyN/ARhyGxxsHxjn18NDhutCdx5T/uAJw3WA+/wc/qBGZoqaTuBXV7gh67/vUJpTefqEGLJ7O63KZNRx0StniH4yRIXb4wwkQmfmOwMNxC1QuxDV2M2W06z6Icg7AUrb9kE9VMUwGkr4A6b1Ktd9AdqW1nfoPZX3AkpAAtnh/Di36RRk7kuFDWps36FgaY9SUzfoF7dK9Gtqmx+tfEi3P9Jp/8HpUR5tCT1ZpcOzk1Ri1+Oyex1+YifBAbLXFNJAJdXPSr0ccJ2VldVnS3B0a5Pz3N5oBLo+I6PNw/13hPtS+v4O1zgTtBO4Tu7VJlwXDncOdbvtJiaWG3pyEs6ikIB0kMB0ECBs07GuXCxxe5Hb36cduNepZ91d1e6acB0EB7RipUKJ6GCrrb/wGmSxG0fVmQWKrD8+2fQ8pcKecSbUqEi8+wJXXoc7lmcczTrXWVlZPVMBrmNgu8kg1mQswnDPSFiDPHjO846lm/cpuKntB/Q8wjBOXtgnq/bZLreew8bL/e9/2H4/0Gf+gRdDaf2JdF2Jx32d4U5CyL82EBB5XKp3woCQByYDKDXWDFA26mwH4EodSxZV6pvfgWDLqdARQEYT/oNa+fCCyHTe6+XOflTJs7gDk8JNb3465bgW+kvqed1Zsb5Ua+WrOMfZkAgrKyurl03qXv7oXxLtfPS8EzKQsNbbz4/H6e8FI/T66dd8gtmPrkx1j97Zfo8my9sUOGn7kso+0eOvE02/QzSypPorA8SSoB+18zFRwz9W5V/lKlTzSTZgujNTS/SF8+/Q5MjkUMl8tP2Ybq/d6b+h6gLsbux1vP1zX/pZ+pu/+DcoHU8PdV4rKysrq37qDrFFwhHKjE3QH/2xP0pvv/U2VatVCww9tYZfqEWGjV7WvIcLXDgSoXgsTqlUyh0HC/RZ2FFrOMgSQNz6+hP67nc/oMLhAY+7YS0AjrvxyT/kaVBtEFRpqtaqqs7HaGIiSxcuXKK52QW1b5jqtbraMEDlcplu3LhBjx490iAkQEnnGuDGJ31JvKd/WmVnZWVlZfVsZEeTraysrF4A7RjuLeJWM4jQwRY3Dw617+JYI4KjG6Ajc3/RoKt4IOhMXMkEnIIzGTuQDSHTWU/ShQB2BB0L+DcsmKaDrcOcPoBa0LDp8koANYHQAK7BJS6jrjlnOO+dcX+LMvyGMgw6K8Xg4eooMKNXDFWq46TTKT6+dnBBGWjIbuZqVJVJggFApLENCuwjb3kAHIRMuC7oWfmmm0oh1EMNiXyytc8w4qAuhwKcQgKGDAKcQhKMmS+SdrFb2W37fFDg0MrKympoTcVpd/MANmO0EZ0iwWdMJzUEiAOSQ+BbtVxk1EacUaTtEngd7bkXNMb9LZ1qPb5pAE9PWAqkJw6u3K/ItK+66brXkXbNCu4XqLa7S9W1NRq5/pi2J2IUnckacN0sw3Xx5XPanW1sgp3a+FipNP10Kk53A03tMuOkL+4EKKONYoCrGSTv2mdIG9poAdVxvbTY+lwgO/4dgYN8zbqdC6rzo4Up0V3+ezrfpLYwbgOwSxaWKOH0I7QboGeUs1DiPEALAzAN+SB6o/R9eucLr9C3U6MarvPu78B/cLELUJHTF0rpPlgUoJ067r+p0vpRUve5llKzDOhlRqNGv623E9v4xZoLL0q+QO7qa6oMm+oaavs7FNrYpLG1HK1XAQvqMlq7s0bZ11X9m8KqsZOUnGvBkbySu6iU05DWcQuQHakf9Ce21K8js0QLl6kRz1Aiq8oylaJG4CJ9UX20MTrasXvcCHaXfohfXwrwgwhOgxOax2grs0CXhRg+9/F1enTq67Tw7XXa/dwvuYBdJLXIYJ+c2+2POnCdm2d59fvBGkOJPz+zRdfW91XleZduf5ii1x7k1Pf/E3YQBJxhLqTB5R6NamhPElPYaCUsf71f7mqFP6GXxbXOysrKCpLnul7P+bjfow0oVVSfyXkvqdo2Ae3wKiB0emSs7Xm117Oqu9CAA9cBrIODMIC6A8ctzwvUHZaKvHJo8fCQDotFdqyrlMttYB3kwnUOjCVwnde5DnpRHc+Q9g7QrPRANcinW3CBcR2N4uAuOvUXaCV4qSNyrZdSWNiicxV7V86aUDcL/mNtyDfuu76s0QhWVlYvjwAcOXDdpek4nQp1PuN4F1HBvUlgIwiQUTFfo9UiubDXtV2f+7kHmGqBYWHaKlYpm6jQg2a4J+wkurFfpdVSl3skztPF/QxQmp8znK8Tu6Mcz6ccfR4AYBsc5HCcm48PNGQ3gCStsviRgHE98xvXjesPdndpA/i3OwDE+NzkSfel5QyDcCchcfYDUNpNqOt4whawDnl3Y7/CoCbK504p3HKOe0rhWERFdsW7Oo4+hQZAvavlY+Ep6WVwvVB1+aaqWvOJsK4To9FWPUN/qxHQwOlJQItWVlZWL6Nyd4nu/0bXRXZfRP3YSIQeTL5CI6nMsR1zvrhKb+9co1Tt6eIdhlJVNVhP/j/VtVommniFKIa5hR7t074qq8NHvh8VVBv9W6pNNns1CBifyczQj5z5HC1OLlJ0wAV+RXCtu3b3fXax66WQ+re3tk+1ansf4Cc//xX6L//c36bRZOe8hJWVlZXVyQnPSlggb2wswz9WVsep43auw5wSTAUAwN27f4/7E+Iw1ysNeqFHhJLUKJvN0PLyMs3MzFAymeR94a/IizHXa7S6uko7uzs8ZwZnO/7PzjVYWVlZvTCygJ2VlZXVcxTAtHPqFcHleyMa/MmORdzA20GEQDLvettwIDOBKbjX4T0EskMIFkcg2iAPGNJ555XeVUdfBwiTGxw/KDjVTeKs59Vxur4dhwBmmUPDO1vOLzc23fdGD0oO5IjBAB2s7nV/E0htUFjNq7bgclVHMqM1VSYVdsaROoRyAQCIOrAyBFBmOh1CqCcmKNhL4gYAwZUpX9CQB4A5dtVzIMxBoD/TvQnQyKDAKYT8TldwzVEanXDqu3FNFrKzsrJ6HgIsBQFC81thVO6ZIi8g10ykGSyT+5spL6TnJxfOcly4moXWhOJCeoYq2RzBRy4Qn6JIWgN2gcVLqkMxReWMagdOL1JgOktogQLJJDu3FWMpWvCcxw/GxnsCksWDum2UtgEC0I107+WC7v2e+wCBIIVDEV+IDf+PFR+ojA2p9Brt01YLkoPYAc7IR6SlWS2z8xvc69DTqO21w9gQnPxEaIvEvQ7lwGlrNhj+EzdA18lO5RHLyas5Fxxr8v7SH6jVG26baTrnmEo4CyIIwMhHabYDY7iG2JbKm7UdevTwB/zewvaHVLqjSrOHG4urugHWMaxlKP8UgQtppw+Xuqpfz6h2uDbBcF0wNaXSNsqOa8HQKNejMc/uXoc3s+9kSoAIrzKeMoe8DnSh5B0GTEM/1O6N+egHtFf4I5SZMEBEAB6hOLWF1Jdy2mkOcB3yDI5/hY/V9SC/EpT6zh1aezxNs8u6Dh2mVqiSP+t8x/VCGiZkaWVlZfVpUk21bWi9AJxNZjUADDANsBru2egPyH252yI0sogQ3EtLpRBDdOjnjIzk3W3QNprOddL/6Cd5ZvXCdVtb2wzVAaA7VH0EuNSZQF25XGE3PhOqI+oE66SdDkf8xzheVLhOhOvo2XtAv8d7bdXOsaBafpR2N8+qctl5IeA61Muwz5iGhuuIljfn+x9karXjLUB3APV8Xe6srKysnlZdwLO30000rkQjMQbCRALXmQuzCFwH6Gi3rJ/vtora6Q5i2AtwD8YTugA92ObtcQ0D4QegE4iheb6F9n9mBFyH/a7ljeObznCBoG/QvDjDJdJVrOHmOsP10lHgrnHH4X3GBJ82CnzN12SoAFCWlIfkk5N+Ez7EgkeTsQS7zQGmYrCrW3575Ti14fzZ6AvcXxAw0HCYQ16xnPznOnLM4nyJd4fjeAEFhut0XTLhOkCe10soK92H84VKu3zfvGrfV5c5IFCun7UAA6D4LiI98l3EAkfj6rsisGQ2GmVQtZVPqq49ceqRfBckn62srKw+y6qrduX2r6q2c+d5p2QopVU78OPxCr3PIdJPdy8PN2u0nL9Dr+39gKKNSv8djltYsHHvBlH+geponSPKXFJ9gIzuv5kq76lO5vfU9p19HLR+/3y3TNtOGx2LxGhqdIquLFyiM1NnKB7pvXC0n5Czt1Zv/f/svemTXNl55vfmvlZmVlXWglqwFYBGo5u9kGw2LcojS1SL4kgaBx0zlhyS7Q+KUMgz9n/hGDvsUYQmrBh/8pfxWAp7RltQKxeJCoqUSHBpsLvR2KqAArFRRz8AACAASURBVFCofcms3Fef5z33vXnyVmbWjq3P0wQzK/Pee9a859x73995aGVnZeB2qP1msUH57XznMzU+/5PX/3P6N7/5v1HawnVWVlZWVlZWA9RsNml5eZkePnxIq6urDMYxCGdc83uFz+U7PIsaGRmha9euUSaT4edhOKY8FxOAr1Qs8cRFni/Bve6kYUErKysrq6PJRnZZWVlZPWMBhoqMRRnOQkDwRs5H6QPe0zMn1RyEpvbHsehWZxuB6+BKxumMHBxWgvAwvtVscDAcgowRIIzAfwmOv7OYc13iDgsuAejyChckh4XrJEgd8J8Jdp2W8KAd8JoGC0sM2YkTD0CBLRe0I9f5hoPznSBAAAS4sR48gQelaPdsGg9hdSA++hE7Aqk2h9ueOO9B/doHZfGCmOgn2h2p08/6tQsHbagLQbQD95NK1XU5RL0ArjsIhIntUoA2t/QD+YzHvWmQ8PC6hWDNmq5ncXVCWe45ZRS4z0J2VlZWpy04wd2IjhNwq0dnL1OsvHdMEjBuZaPV5V7XSwlfk2PKzPMbhMDwghOHUy8CNhpyIWUcU87jfEPOgOsAmInWkj4antUgVGj6U0SXUuQLTTFc15ybZtc4ONYBrINWg0Fi+71qsctlDOK/PEHupksbgtjTzcd0QY0X8KDDPIKdV0mgqM1OwPyQygfGl2CEHQE1ZBfnvPjTI1RVWY6oPAYXOw9ufcEVVe9vcL3HZwtq39d61qdbf7kthqy8+tuJn6KvkAb0yK33jhDr1GR3Pj9VfU4dJCMuKIb67eXKxg6vuDfaULOActkF69AP+sFiIr5Z227pOKtWndsRDny0tk7t7TUaz63RIzgDPOsrfMB1AtYlX9Wv0S/sgevalSTlVJ1h3N4j9ZlAaF7YToS+D8FpCDLd/vaoacB1UCVP9Vud+REc5+oTUzR+obOLt815f8dlbpDjX/bddfrS94hukAbssBqd9KPeefO44h1GjcuH297KysrqGQtgW6+5gik8XPRFohQKt9m5veNmPurOKbxAvxyr30NHXizIgevkehXjyOrSCo8ja6urtLG1SSsrKwzV7eZ3u4A6E6TDcRr7OKw/7yCdqUEPg1lwsQucG3wQdlU6y9vWJ6aJlpcGb/8U5W0rr0sf4LovTa9RL83P65ndPbWPQHjzBmgHQM90thOQz8rKyupEZYA/LshEGjiKJTUYBoCn37nc8Mxm2AhuawCNXNirlxA07e+kCzjOr9K7PBSkm84uNw+8IIufbgOu6wFk669xce28R1kN+Ax5zRYatBn2czkBKA0NcLA7rMRpTju8Nxl8mq+0GHwCOMeQ3XJ/VxQTPoS8QKCUgesbAJWUreWUAfXcB6ZD3rxg1jNVD+DrnTPdY6oAY+ibJyW41kGA69A+EwxaDu4DZn1puM6BPM0+b0KOB4TrWBW9uJUJVqLNJ5wbMfx7a7Vd4BWv9VYHssPvYTQSYBfIKV/nOKhL7iOmw56F7KysrD7pevItoo0fPutcHEmz5cd0t3aFdsJHd+aJNiv0eu5DulS4p6ZLz9jBr6EmN1sfqonNPaLEtIbt4pNqnIpqCG/te2oQzPfcdanWov+Ub9Po0Cidy56ji+PnaTw9rsbIwQsnDFKulKMfL76/r7uLvx2gteW1zuLAar78uSvv0L/9rd+h4aR1TbKysrKysrIarHq9Trdv36a7d+9SPp+nRDxBoVDIdanbq26jBbg1Tk9P09tvv02pVMqF72SbdgsLMuvnVjxfaeOWgn7/vBlSWFlZWX1S9azD76ysrKw+0QJ0hOByBqL8YXYgQzA8As9iB1zomyfWRvDxhDrO0ljShdcErkMa+A7glwTc7ycOQnPgOuSpWtnsAqdMuO4gzmT95AW6RIdZlUMHqevtBS44aQHKEmBNygsnO7QjHOMAtQloBwG2E1c7DdoFKUv6wWlyaOhE8oTgQoAIOC5gtJ2dqAYpN5NdAON+7SNw3cWrY5xv7iexhnvhNugCTi74pJ8AEkUbPFzNuw6H0k/2k8AWZ9V7/XvIHMrRseMKU3Uhx3EHNjQhOysrK6vT0Fp4jELq/H4nuELZxE/13AZjK7uW1ZqOK2z36qNwiE1RjMfbyax2LxM3FygaNV3rOi5epXxRnXt7w0hu2gLXFfU4GRwepvFJNR4VPsWg3cTsK1ScGqLouTlqOWAdXOMA1zFY50jSrtRKLoiEsUgC5/3hjktulFpUIT9l2nr8K6vyrTRuUtx3n/8Ozb9DgdYULfACACPuWNmOtXj1b5S93gXZjeg6UflrposUDVawgD59dSVBG9G2qvdLtPPeNHmRJi8MCDit5rjXNTY6K+EuJOfYseyPrs7RtbAeC0vxMYpEfE7gXX+5deSB60rxEY6xIzMwzp8gf63UAcVU+yHIv8yr0e69TBfXOobr6nVuRwCC/voT8j3aRpwW1VbVpMRrK/g0hefoEwZcBwAsOa7hutE5ButYgYyG65S2/HquEi9tuf1K+tR+Tm+os1qhzAAbg3aezb1tznIgOTgXpvKdgPoz31F16AB2g9qc3evwxuv4ZwiQ3SXCfOMGbdO1gWXYowHH7SWu26hdbdfKyurZKhAKUbNH4DwAtUql+9rcnCv0EuYPvZztWH2uCeVhJhZ9kVeB8Uyn2MJujl+9rnUry8u0pV5zOzu0vbW9B6yrlSsMTzWcMpZrNYoZefE5dfCiynwYnN/Wc6I6ILkJZ1JxkMBzAAJOU4fOTNNWMk9j/9B9T2e/4LeT1iAQUtzrLg1wn5ub0/2FBoB2DNmpmSOvMksWsrOysjoleSAbgEwAjxI1NfbsXbvOVZejV91zTuznpAYZcJ0ASS0EFZWPMNbJ/KAfzNdH3QBTi1ZLDRpOH+ze8FEF8GkuWqMnZXIhu4FyYCvJ71RMNca6ape0HgcAd8HBj4W6dsdT51XqGe51PI/oHidD6u/TWz7wGGKwvjNXM8E69MtBTnNHFeA6tI9AkSJ3DthSddVoM1yHvo7+cnu3TDmG2Ir94bpB6uOuuAesXPfRWV+D8zbM978A1Pko6teLGOAV+QsFO26Jm9VuF7t9+5qVlZXVJ03FR0QLf9jTEe1FEOC4ueI8/Sj86SO52A01dumdzes0WRns0PbUpcpF+Xn9LzJClJxRn1V1e/VQzR+i76au0E+PTdDY0BgF+93rOYQQdH7jwU8oX+oN9IngMFPeKlOpoBe0xJj89sW36Pd++3cpm8oeOx9WVlZWVlZWL78ajQbNz8+zi50YRficBXWo56MO/aEs+JhIJBiwu3TpEkWjUffZl4B2+p/jeqf+w3743h/sXlDS3N7KysrK6unKAnZWVlZWz0gAfQSA6nKxYwe2gz8wlhUuegnQlMB1gKbOnxvWoFcMziAHJPioE5Qmgc8CTgGaOgqwBNBJ8gf4qbtA/VfdPYgAJJymxPkMoJ1ZdoB2gLhMJzjT1e68u2WYwQG42FHg+IEB/kCQj4UgdIR9wQnpcjZN1dEK5wORFoPgNgEGBcRkKHAkxv0EAe5m/xrULgLXoZ8UivUu9zqznwxyjgOINz6qfw/IhwiOPwfxXRTY1AzVFEdHtAvyYSE7Kyur05LfhyDkWs/vIrHe7lpwXfW617FDrAPEawCPeGwMRWIUCHYClQC3IUBcwCwRjuN1q2U4C+51+KNYoWaxQK2cDqDOp8apcT5E0ZFhql44S9H0CPkun6Og41iXS+oxGyWQuYCbL5bkqeoCTbIqaLDd4DRj1SLDfbxVuUKlcpkD2KH0xbv0/eEkzWzoIGYNR2doJlqg+lCKwTqc35vhmDrFq78idfInguQratAunNb5+wot0B9/eEkfs3aJMonO3Ajznq65VbFTX4CsBgWttTJjez7Dg/FmIESVdoC2zeDD+IDoRo9Kyyh/0HEe1KoVejsYumpquM6rmv8x7fz4saq8iOu2ciLCc+qDslvmM22B6859gR3ruCUA1wUyVI4keL4gYJ0EepZymGNIv0J7VfsCdhUjGJ6BxELHbVA7IfZoc8hxigMkB+fCPyz8mN3rRKWKrv9ebd6lwprOauHjzmeqnt4ZC9H1dd0+5+gfaZE+T/Fo/xkMu+IdRRuqn1fVhMls6oBdddfKyko7pz2r8DMAZkgfLm9wCQOclhzS5DLOr5iv7ORLlEnp83RrHxe4g0qc6cSJDXBdqVR25ywA2WW+BO2o+cdOMc+OdflczgXrqlU9h1tZWeVX07VOQC2MVDyv6QPXHRes2s9NDuWJDjBs9Y6bmG8dRSPf3qK1t1MU+PEjar49q13sknNO8P8AJc6psXbR/fNcLEybqi/U+0Bs/Vd6PRmhPQZBdl96NOpCdFcak13fYbGM80tBejDd2APasdan6Htng5QtP9xzXAvZWVk9Pfl9xw/SfW4FqA5OZwF9HhO3MAA5r0Z9NDsW4NsPXuBIVHFOfyZwtFHT8BgL9/hxfPN61uuWhYNE/RpMAlDlvRbFuNDPmU6+94J1g+AmJ304eaG8N5t+dvQCwARoDeU4Q502L4aPN5fA8YYjAQbZUI+YAQDkejVaZ+c5pP/OGZWfxT55bodc2Ap6AvexWJDBOuCN0EBwKqQG9WjL2b/NbTsXbdBoJMYubb7e0VoHVw9oryv7+4zBeTy7oELnA8NRDXnG99dU/zTBuqwxR0L7JGr9x8ODfH/WZywqGe+e5/D8T9WSBkk1XHcrV2OnRvT1jbKPnlSc+1W9gFLp//1c4tC95Dtsi/tqzjGubxO9Mj2k2rfMYCVgPsmjgHYA6oKBjpMdIDt2sgu1GRacHWsxkKldDnWf7+prLZl5WvVS+4SuJaysrJ5DtdW5++7vqzlAb6fxF0WzxUd0L3mJ8qHDLYw2Xlmjdze/R8lGYf+Nn6WqW/pfHzXV+PZR+lPUSF1V87eT0/L2Ct1evrPvdr6Gj7ZX9fMn3Ht47ew1+r3/4d/SmZGTzI2VlZWVldXLr/2eWbyMQpkB1xUKBVq4v0Dr6+sUCUcoENTxk4OfbbX5GRWOMTo6SjMzMwzZhUP6fkn34pK+PQsUSnzmST0/s7KysrI6nixgZ2VldSyF7aTu2AKABImLHc0efF8Bn/CADoIDHILqcSzAVZeuaqcQE5rCNtFwm53P9hMHqDXqXQH1gAAEnFps1tzH2oPAqV4C8CRAVVeaR3xwyPkr6v5oOuydlszyLhrQHSSudqTS/+xnO1YyACgvzgIIUG0QLbsXRmIBfhCQzatgwK9BPecB9mQ2zy52ENr/3q01zg+DZZ58S34F9Jy+Osz9BHlEP0mn4l0W5v3U74G8uNeZQJukCTVHVR+827uN4OB0njR8chDJii28ootTjzPTGXqwuM2OjnSKfcHKyurkVa093/OLRCPaNVrlNlK0EuqcrxCQu6TGt0dnL9PMhSmKqfNSPNUBeRAA3c+9Tl7PG5/zuR4ywGwEqUOA6wBmATTK7+rAX3Hw9AquZ4Dr3ONmht330QsXKejAdf4LM9RQcxK42EYMgNqE6x4v7fC8oqBO8dmhElUIbns6eCx+gDkGBIcYBLUXVx9RNTpF8O66rP7N4PirNfWap0osSQlfk8/t7WBEZTpCbfWZb1iPTUstHy2pPN7cGVdziL/TdT62rr6ZcOc9HQjQUSLK7m+ArEwJnLZRvEej+ziPwQlg23GkE0hstLjJ9ZNNt91FCbic5e7LbsBfmLNEaNUFJKUNt++obZ38D1Sxwi5s4XuabAvVlqi+O0YXqyv0tezgvIe49/o0lCXuZwDixD1tId5xQjgMZCfaHKXW3BXyj15ywa92JEa+aJwCjSZFIur4xSbXW2Qjx2O9GZYJR16GCFS/69WX8B3DEqreAGyCwg8bKP5ktkeQXnOnb3ZX5lco+8Yl928OtPQGqmL/Sp78FfUKONWcvxac89WQqqz1GL0TL9P1Uic/8XD373HPHNyB/vwC7qH+BzX/0OSAL59/hfdxJrSysjq6BsFETyv9kPGAEC5w5XKZSqXONahA0gedKxxU8sBR7l/ArU7AOi9Ux6C/mgPs5tX3xaLrWAcJWCcyr3UB0omL3Wm41u133S0Or/2E+ZqpeOwgy9R0FKh22imYzJNvaLoDbDrzGn8sSK2ykY63Doy1bLajSSokamqGuONCdkijGdH3BE4arvM+jJbfQ94foBFj5i7udexI53w2N/K461j4fL4xSVecogK4c0E753t6OE7zBpOPdFIvqMOCldWLqlb7Jf/NAf5BER1IBwAWYKbZLDF4NDE8eF697FxzAa5j6KjsAXYGwXXe73s50O3nSmd+vx9Y53FLZXCNynwvm53h5JCNzlxHw1lH7wPeaz4BuK6mtfvctUCbHnt3gquZ1Iuvzu6tgK3E0Qz/vK5kAAb3uMGizGr/d4Yj7vYAJ7PhkJuPNh0TsOI5S/8+osfN/sdPlXqA+kY5ANdxnqMNiiWD3B4Ax7pAuP3WIDr4GkUaXDNc5mt6KZ8ul0b0c7TdxzzUt7kN2L2ul/w9yt5rroW+K79F+Vvp9vwOQ3EMVnI9l9mZ7towezXzNhkjDUB2YiTJdaSmXQBHkV/XMVHSlzSt+spnFzOwsnp5tfxtovXrzzoXx1a8WaLPbv2ACsHkgfcJqLntVPkJhVsHey7+vApzmAeJ83Q7deVEj1tv1OkHCz+kan2w82vAF6D8ap5qNX3/5sr0Zfp3/+r/oLNjhwjAsbKysrKysnIXNzxIzODLIpQZgNzOzg4tLCzQ4uIiP2eKxWIuXMd14ut/TYr9oXPnztHs7CzF4/GeDnQSIyoLEfLxsbhPi9x6lzzJPysrKyurpysb2WRlZXUs1eyDjGNJO4vhSWKJUo5rF5xsKpUQT7oPAlxhYs2PQ43JNFy7BK4TaArB9ggyR1B3NHow9zock4Pqa012RsNFhDjsAJwKbOqbk4eF60TisMcuY8cQguhEAADN4wMue5oCTAaYDW0LcA2AW95wsxNnoUIREFuN2wOr+AO2CIUjblsf9yKV63RTt5W4t5kS0A15lXaYcByTpJ+g7QcYr+yri1fHGMR849p4fxe9q2NuHk3HReQF0mDEwSTAIoN2wVAXnHcQNz8rK6vnR5Hw8zu/CCSSVAxWCGdR3+w1aj+6SZsjEaLdzjnnT+euUXbAMXLsorL3HA/3OkjOgf0EZxY4siBoHGAWgsZNYSw0Ibu2z085X8TlpPy5IklYmgnZtdIJF5wHXBcu7lBrPU+RYoUSxQJ9X423JgzW3Amzc1gzH2WAcGhoiMRWK+yA33Dpgnsd4L43lrfppvps7kcVShfV3GI+R+vjEzS88ojawwVKBEepuHqJ/t4ZKx8vRSmTKfBYMDMR5rES53cZIwFVI9gcaU9d3aYn9DMM502N+ikzYsCDRpAU8tNY05MDuNetrexSfWWFqqur7jbZxKWBYWx1dYwqwLicz3UhhCr+Fa6f5QH7mi510m7inEbrY51XzwIE4l4n9WmCkl5dqlQ5aJyPreodeTKhsd1GmzLhTv9rRTMa7oLgPnfxYyKpjoPAdatnCdgeJVWmq59WXWCE/IlOxDngOilDs9Gk3JbqV7s58u/u8m/B7FMx1feb+WEKpC6qdqsyTBl1blKHWm1eAd5sT6m7mtpPTNwANGoHOyd91BveCMi2cWdPwT66Ri5S2dMFwoERua7SWCxhs/t7NOUujll34brmlyYo09Dp9J2DF3W9M7gnulgCZbs3D0knX7srGrJLju/d5gVQrdYnwNHKyuqFlNclDPcQTMeyWlW/x7kecxcKn6DTqpEmJK7qAtdtbGyqcSbHMN3K8jK71a2trnVBdQDqzPya91V6AYtBD1D2sjiVmXDd8Nh92qKRwx0g6ozNqfNqDFvaNy2B7E5bgN4gtGU80Z3mJafdtXvdHoSiC7pj4G5rhkE7c/950sDej+1tBisrq9OSB3yDw9lZX6zjlBXxdRZQMSTQkQvX1WqU8wECK+4Fvvo5eEH9wLjWAe9ZHwUSMlzCAK4BYNrg2xv6GlcWuDkpAXxCPTIUpeoVdYv6mvIFOw50bh0Z5UE+cW1aaao61S5/cDW7KVUWj9HtpV3aT4Am59j9LcSAGtpVQ2TPd+AU8i2udaO+AAOf/RwVjyLdJt1CvZj93YXrqm3XpRFwnQs3Aq4z3evEiQ4yYUnIC9dFA3shUnG9M34XHZdCvYjWTdVvAdnBHVEkz3hC1HL72nA6zH0ZTn25Dec4kibyIi6Tkt9Bv1MrKyurl0WVdaJ7v6/mKS82YCaaqKzSBK3uv+FLptXoOP1o+NNq1DvZ+yV3V+7R48291+5etcot2tnSC+TMnblI/+e//D26OHHhRPNiZWVlZWX1skuekwhI1m61Cf/1AsVeBkn58D+Ub2tri27d+phfa/UaRSNRt/wB55lDL+BNQDjEyczNzdGZM4d3z20/5/eDrKysrD5JsoCdlZWV1TMWgJ9MMsNuX6ut4S7HGlmFvR9s5bWFRuAuAuontspUHdXBvQJNsYsLAnudh4X+QwSCIVAZcB0C9h+u5jmvoqPCdf3U7gEcHESSR2j1Ga3uhroAuGZCdgJQAjTrBdrBLa5QrtHMRMfRRECxbnvwg0naF+2OsLbx0Tinb4KGJlxHzjbIE/ID1zcT+jvqxTGORaqviIse+vggIQ8C1wEO5P2PIK9dujg63jvS0aysrKwG6FKKaHD88EBF/TtUp10KNDYpXM9RYDlIeMz3+P4TdRL/7L77I3AcjixPbuGcp1dCHZq9Q77Um/we475IzosLvjbtxsNUApieMFywpibpc2oMWpwYpeRQikbafgo1qgzXNdc2NJCX26K3drbp90M+yuVyVC6VaDL4BsVnVymT6MBKwUiSolHnpqKATY7gGvfLD5fo65du0PT35ilZSdPkQ5BJebpzucoB8MPDqj7uz9LDuSs8HlzOph1YMMNjJYfUOZCdCGAfA3VXtSMd3gO6CzlQE9HeuQ+7v6lXwHWQDphOM5j2+j51j+D9jZyP6sVHtPAopNrvNjupPXqUpFJise9+9Xq962/U4ZnvbLt1tPPeNKVrl/bu6MiEFbkMHge+QYJTnF/VhU+N74DW4H4sNwMYhgPghemduNhBB4XrkrovfeONcfr5xgi1slfID2e8QKYD15EG3WKlZYpV16i1O0/lf6zSn838LeVXf67L3WhazeNwu3kjcZWmh3XQnKxSb4phxfUxLPxOmavd3/Wb7wrI9lefep8CT/Rni5+bpqvR4y324NUifd59j74ocyvUvbv0veOq13Gvu9vjSD10Xs0XGxp8MEFGKysrq+dBAJkEOgO8Vq1eZNc4nLMxd9FK87WmuLAPkqySKq+yuI7p1iYuuwzwEfiulS7XuhU11mOOsbq8sgesK1cqVK7VKGbkRcbl/RzqXkS4zltWyITrvAqtLlF9YnrwQVFPxhyHt19eovmrn6Gxf/g6FRIZvi0S2dSBhacJ1/VbxVWcFcW9bm59iubmNOTuda/rJ97OA9l5ZV3srKysTlMMNIX9LlwnAiDWS+LoBehovhJ0nLYcAbA7KLDjdV/z/n0QedPql7bky4Ds4O4F9z0AVBeTnXvlAJNOSrjeHGb4KcCwFqCxjbIztgns1Euez12gTsZGE+7yCO5nKFu63eT0GMo6QUDttOTNt7jWIe9nEgGKnToI5qNGs0WVhu6HaC/09YftOvdzhkgFrINQ/26f7eHgaIJ10R6QnRyDd2/py3nneIBVUR9eyG61pEHJoaDeLuDXAXpB9WaIOvc3hhvo1yF61K5wnV4vOHW3nzuklZWV1cuqO/83UemTB6S9TMqHUvT9kXep7h98P+WwKlSK9KP7P9auLgMU8oVo9fEatdRc4dz4Wfp3//L32MHOysrKysrK6mjy+bW7msBnRwznfO7llo90bAHAuo8+usnPtASawzwEwCHiOMWlzqtWq837J5NJunz5Mp2ZPPNS15uVlZXVyy4L2FlZWVk9QwmIBTe48VHtXLOVrVCllnQtoA8iCTZDMDEC6lO7FTrrfHf+3DB/Npn18/fRaEQHsx1AOCaC1QrFOsN1gMI2HFe0k3AC0/CXlum0cxwhj6hHEwJ8mjIhO5HAbWjnjAPaQREHBARkt5NvuO3iD0eOlQeGKha3NcjXpx4EroNzHMA2uCeiDbLpNruriEvQUQSXFhwLx2RdPZjDisB14twkUGjCh4vT/WFDsU7HBSteTfc7EzRE2RdPGAy1srL65Orx2KtEq/pE/7haJN/VvYAwXN6qNMFjsAkBiwOdV4HlJxSYzlHUf57EEa6fAHRtfRiimQtTVHqUpMRrnTFVw2X6XMjB560Mre7A4U6f38+lNeADAOhDwgrhSc4jg/0Mc1UYrqsszlNlfoG39X1YJSDTjeI98iW2afm9aSqpeYvAbVUEC4WrlHay7QJhRR3Q3Njaps/fS9LuUpDahXla+IgYatse1ef53fwuRSIr9OA7ET53V69W6PVXJyhTrKky6DubAtlByC/mTSiDSNz0gpFGz7kPysS6px3k2L3uEFfGMjfa3dik4kdFKqqdH9/XoODswwe0UTwY1o0SCP8O17zM15fo0dk4t+VAOe1yEAHqQx/Trq5hbptITAOZgN98CWeMHnUeNFccyAtuaYUBD6xd00TdDv/vxYuUn/85+vPRCZrKztBQbYjmInt/C60tHHeeXeQS0ZsU+OscDdMfEPwGvxN+U7VVlOLxOKVTaQqoPCNYDiu8A7ILBZ1V6mtN/u3A8S4XfsBQ4qPcJJ0fxPIX1zTIhve5LRodLRB6/53LWfWD6ICKu61JOtBacptq4r57STWc0dZ+dKJ6F1wHMQDqwnVqs4DR2Sr5bve6wscHSd3Kyspqj8RJDlBYU537BQ57GhCY18VO3mMGAre4Ulm77WbyeuxiGL/WoNgBOCs8qKzXqgzUVRzHMTjUQQLslTxuqIDpsBjA5uam2qdCuZ0d2lbnehOuMyXA2UHBOm85zXp4T/6f3AAAIABJREFUXmW69B14n+UlCp1x4LqDwhROkDr2a+/maf0/e4/mbv2Q8ttbVFVzBEB25l2ufkDcUSTHMttFYLdQIt4F131pem3vAfZRrTRLd4Idn2JxC75dxLzb3l+wsrI6BXkdtRwJhIXrJO9CJN7zKiC0+byG6zoQ0CEFYOqgjncHOdZB0oAcqAn5flVdJwIWxPUhhPfOrQ4GD7FNPo7rz6M/r0Bd4roT9TrK7mMOYGdCV/1AO1FFO9m5cJ0ps+xG22ZjbSc9rY4r4YupkxzbewmLBWEpp+1qi8E6gJeA6x6tN+mJc8/owICaagcAcoN0XW4XmICq9Ndacw9kl277KBtuaqfFojjxtWkoqAE7CO0ry1EBTpwdC7CL3TtJHCPI/9hpkuHAgxXFysrK6oXXyneJVr/7rHNhdQxVA1H6/sjnqBBKnvix33/wPm0X919ssLxdoVKxRDPZGfq93/639NrZV088L1ZWVlZWVp8ESayqxK3y3y8xKMYL9jq3FADbbWxs0M2bN/n5kizyz6A/yu/r7TKHumo0GhSNxmhqakoDdlNn9LFf0nqzsrKyetllATsrKyurZyQBsSDAamvJEKUceA1ubJig93OuGyRARQC2Fmir41yXQEB12w0wBzh10OMiiHlnp8TgmrjXwY1NynASEqDqpAWg7VnIrBcT5Ho80gEqUYdwd5u4FqadoZJqowxlahqyO6p7nSk4twHgS20mOS2AdCb0B+GzTLITPIi+kk4luH8cpe/1ysNZ42/Ac14BhpTvpB9gP4FDon2CSfrJzbOvd3AjynwScKiVldUnW8HMMCyq9pWAUvFwlLJDGA86Dxc7Li7E7mf4jt3rDiAEmCOYHMHqib94wF6p7f2gLCUNWZHrorqYy/D5NkBxB0p2AobUORRgXLNYoJoD1zU2ttjtbaOobxiuzK8QzRFlv060/AVVtltvUPizFcoSVpmd2ZM2jmXqon+d6pEEw1b3oteocf86f74QO0sLu5+iWGDHHccxRiCflSzqTwctxR3ADtBSVNVHKDGryqHLB+c6getMmeOauL+N59bo0b41t1fN/ALl8jnVZjpAe/bhXQbrPpzv72ri1SUj2H3jNQ3Z7SfXvS635X4WfhI7VBihr1wA9dX5wIHsWtEM+QuXO9208OH+B0uOMlwHxaMxhkkhwBP1YITnM37HGQfQpi+i6mdjR02KbtL1H/41nVOff/PGF/n7tbO6LuOxGA0PD9NQtjspBKCZNzC27wRp976au1zwZMlwLdwjOMWNbvb8Cvk/kJLjDOmxFtRcPj+i6hB/4zfUAWbhzDdzeZjfcz91g197BBwe1L3OELfXofeysrL6JMgLiB33uu4gMiE7AH5ypgPUhoeQcJITx9uhIcwJDuZihmtjgetMsI7nQVvbDNRhHoXjAyqHO+wWALudHapWa7S2ple/B1gHCVwH4AwPPIMeINGrXt95gUKRuPeZ9X3aQeb7CXWAsh8lH8EkaHoDsFN1safU4lznqSO42OGT9u7H7GQnkF3IgdKOAvztp15tEvLcV/HCdV9ONby79NUjBO07E5G/Xhqn+bHOvB3OdVZWVlanJgfwgmPYaESfb024ThYcMwUQDeBRudCgJ2Vy4R929gK0EzDvnx5gjJDtWz7t4nVYIR3/PukMAPdyPl0HAlRBKFtWXcLl9K1lSpX2Ll50oKz5ALS1+HpTIDvRHlcx3GOotDp1YOa5Jt83uz8z5blHATgQ67CIA5yGsV5csft8+OSvUgHVidBOSAd94eZ2tePQqMZp9HPu41A/GFL6ogHXoZ3RFl6J6yNDdjhey2kftL/R9kjzneGg8zuLkMCZcCXcrmsoFn0LKcBxEuVhiJJ/w0066wtROar673jChWGRt+uLpU46JwW5WllZWT2Pqqtrz7v/Xp3ras86J1ZHVFPN1d7PvEnr0bETP/Zqbo1uPbm973bBdpBWllZpIjNOv/tb/4bennvrxPNiZWVlZWX1SRGey+B5S7VapVgsRsFg8Kk8Z3pWkvtqKDfc6x49esT/AMxx7KYqOhxy285/kK8HNddoNCmdTtPc3ByNjo5SJBLh7Xtta2VlZWX1/MsCdlZWVlbPWKaLHYSgdwTAl0rlLhexXsCVrJSBCxm8B0CXrCGIWUN2EALmtStZB67Dtv4+q6ubFw5YLR6wH7TaqrnudScBrgnYBdcykQ6IPrrgsmfm83mVBrwSDCs+XI0x5ABnHrjYidNOPB47NmTXS4A6xb0ObQB3ILQB8oC+YrrW9esjXpkX0tIH2UXPESA7HL+nsmkX9IAErHPB0Ojx4UuAGQIaWllZWZ2kwq0Zmo0+pkcTDglULdL8fJrotc42zTNTtNsapnRrkL3WYPHqYBLA1eyMwXCskzMw4DwB+ky4XpzbKk5wkYyVtLX33GwCab5E70tFQGAAySbnJvn9o7OXaSY4RVNX/QwSDpnglkjc63Y6q4zC+S/U2mDHvy/Rmqq3UXYCmaMGTX5ujRbzn+Zx6pXQNk2psZIuTBy8wswyOYHc5vjWSicoODxMdClFa4Vxiqgmu1Ec53ablI3Wx6h0rkKl5W2KnxnWTmqkXdR4nE4lKF1Lqzp36unhXQ3Izek/kx/tJTALr53r/rvPdlAucIECraib93a9quqxwXUpsGIqrwPEq80f9jwG2ql8+zI9qbUokJExMEwzDu/uQzB8QPXLpnZQ8yfGVEfZcTLW85AdSXNsTNGvVjP054EvY2rj9gH0JcwjOO4rhPx75o5Dk/TO5U/R9bsf0KU3NfRwiYr0w9S7NHnmDDvYAUo1AwwRgLYfHyCg6EEdm6/c3aDvOe6JpUqZzvsBSF7Ys524/fkreYYL/NNXiZacLy+qul1QbZ8iemdmihayuoKnGhPcT5JDaTf4FWVAQF1PiXtd8ea++e5S4mBOwVZWVi+/vODXs3JUk1O1QFSA3fK5HD2JrzKIDUAO58aDqNmou3CdCdZhkQGctwc51UGmW53kxwsheN3+vKBW0xnDsF2vOh0E6D1LwTlQhDLtqnoZSugBHnkORgY7tnSp8lD935Xuz7xjuyh1nij/wIXs4ITnQnbq72Rxh0E7tEcvKOQokjYzQbcRpyciLbjXmXDdYcA6rzDXn5/VcB3c604DFrSysvqESgAaXETJtTngOh5jOudKE64L9Vg+vOWcE+HytlH20ePdCru73V7a3evstR/05pX/qMuVHyIdEyQyICmAVKulgHav8wiA1JEd+khDTyQQl1O3cJajiipyLNgBzL31h7x6ITuvWtrBrEuGK16i5qfhjN9tV7lmNKGy502o66lYgh0SRz2L27R6AO/Hl891fIMEIEWf+PY28qPnfQxDoo2kHXo58Hr6PPrOq1EfXU3tnePdaiNNPV+6nu8BfaBtazq96ypdAfYAhCJvN1Xe4E44nA4zFBgLBHjuE5CkVBuzI2Uc9y5i7HwnaXJ/xnmgV5/y9jsrKyurF113/x91Abu8/3ZWz6UQMn479QrdT5zn9yepZqtJP5j/AZVrg+M+ML7urhQoHUvT7/7W79C7Vz53ovmwsrKysnpWavO9Y/1v8JbisuY6rfGHp57Bl0BmxfoYqiuVSrSxuUFbm5uUy+VpYmKCJicnaGxsjF72SkWM7MOHD+nBgwf83CkcDpJfXcTLMwzuiy3t6tf2tbn6vAsuAqy7du0apVIpjpV41oswWllZWVkdXRaws7KysnqGEhc7QHZw1gJwJRHLFSdIB4/lBoFOJmSHQOJMCmCThuygXnBdv5VFMLGXh6B4j2A2wH4IxofTmLjXHccBTFz7oNSYDu5iwMwBsvoGHQ8QVrQXVx5xRBOYyuva9iyF9n6sXgG4ma6FAMzExU4HhZ9+XtDfANehDcQZCDqqcx36Fvoq2kL6ILvyARwc0m1hQnciuCOK06IIwfGALQGGwPHFf4QHxj7nRgCOPaHqFzHwKO9OIXfoY1lZWVl1KaHPl77QFLVn87RWUONPZbVrE9OJrBdgPJ7P02ipRq0nK1S5v0D/3zig+P5EE8N1zboLKWH/H25tUymxSAnPtmMxAEIjXZ/Jg01xpOWxcuJgADPc+oIjw+xgF5qcpF9cmacPKj+hG9E3+PuZz4VoatRPGbVNIHWRghEN/PNYUi1Ty3Fc8+f0eDwSVGVITlAdznETWbrSILoTXKG5uRyzaTju5GaT4me/TZcSXzhQHk1pwKpbJmgFUCqQSHK58tvjFHs9xGXLruiaBJQmqhX0oge0vM3zKYqMut+5IOFn1ZxjdZVKP/Mz5Pu7v+O2/9nV79KduR7jjaq34rtztHPvTTctge6kzwCSBJQJ9Ro3IdRlaKOsQykfbffcxivM5dxsVNqUdPLP4BimnNKRRi/r14NAdpuqPmZG2NEtXND9HEBZP3Fa1O289o4q6zvJIrvgPdlO08XaRdWfJiibHWUXPFHC11QHUHOUdu85QXYIgf/aLa7LudBwtPUDHoRTXOFj2vnr7tV0AWZApVqF/Dvr1Mro7/eswB9Ncd5dyK6gyg94M1VnaJDSI/TL987Rt9RvBb8JEzgN9QsqhaveYe/MJMfd/EBSt1ZWVlbPWgKjlWs1docD6AboLZ3JUCweZ/dXwNiVbHPP/Qd5j/sQkOlcB7huY2OT99+GQ50D1uH9bn6XSsWiC9YJVFcqlmi32LkfEAvrOYKcL/sBc+ZngNDk+ljc1yAcSVzwvO5t8sD0Wa/oCkfYXkLbxJ26AJjWCEUpUtfjIOA3QHCA4QDFwYGOIbmJaR2wLmXtB9fh+3BzD2TX3s27mxQSetGJJO2cOJyWajUZshv1ob26b6yIc/BR4TrMV6F70f5gItK3srKyOg0BAhINBX0UdO+Vdo81GsrqAF3i/NYTrnveZUBEcPVKq2tBAEgQwC46QZMbjNlSp7g0g6Pc7d0+G/P9mT6AUy+gS64D+0CTDGBFfJQJiyPhAOfz50DXl6suSAYXQRryzINO+cpUHAYBWsK5DnAdg3WYmwhcVzMgv37PFVQ7CFz3hfEotznEwBtpt0Qo52t14E2B8+SnxH2BdLurNK8vqj/cdZVwPHTSMB9rOGIsaOXMEdHnhiNt/g7p9kzTysrK6mXX1k+IHn+D9o2at3pu9Tg+QzdT16jlO/lFg++v3aeHm4/23c5f81O71KLf+c3/nb7w6k898/sxVlZWVlaHUZv6Xf+2Wm1qNOrsIibPDvQ1897zPBavh8saXtvOgjX+wLNZgPBFUltd18o0DHW7vb1FN29+RH/xl39J77//Y1pZWaE333yLvvyLv0i/9mv/DW/zMo+z6Gt37tyhxcVFhg2DwU55A87ifrJoIPdJ3B4KBvgV/RXxltPT0/TpT3+akslkF5jnFeq+1TYhUg3voXv7/D433S541MrKysrqqcoCdlZWVlbPWALZMbR2Lk0PV/N0fmeYNhIZypJ+kGa6rvSSQHYCOQFwyuh4WzeofD+4zpQZ3AYhGB+ucIDWxL3upMA1wF2iroDoY0iDinQsEPA0JXUnUKXpYoeHrtFwVbdb+Pjubf1kOghO+HU6gNqkfxzUvc7clp1qVD9DQCT6IMqRTYeoku0foT9pfCftr13rwhoK9TXVherx3QBQTtQ1yr21cezDWVlZWe3Rg+kGLVTm3L/Z2c15b4JSYV9Lwzm5ItUcR7f/6tY8/YezANH2P9/5qmVqO45wuLEnQNjsQzV+X5jioHUXVI520hVHWhFc7FLUx120h4LZEQbRoE+NvkmfUq+x1yMUrbfp/ZFhmpieZLgO53+vcxgc12RUAZhIw1EKP3Lc/yptutJwfePoBmnY7Gc31ZvNu1yPZhkAXx9biSgF0yMUHDbgtBU95zLhSAhQohac3wog67h8pvPOP9nYoUZmjSqqPlBHdZpQ9TNB1dUOeBmZcCzfVHOFJvU84Ksr3WmZfUbAd1PtUqm7LjcPRuTD3fCMAe2JmyEFQkbopQFojV7WEFzFgbgKa7RHALymNSz3D/mLqt8R7bYm1cw1TsMOZKnhNk97wW1tc55BNIqUOF1xwaMzI/TnhQkXTGNXX8c9wC83npu9A/pjai4z5F9R/T7p9nvMSQDc4zfj1T+/XKT/dFfDgOe+v0SvVS5Q8bxua/SzbHiLfK0Ig/6Q6/aX0GXwR1PUUuXg3GHaOaPrBPURjr9CU6pCUAb0k3Qq0de5rlVcd47xcc9yDRI7DlpZWVkZ4uBwx8XuWbjXcZrqfNlQ85OY51oW7nJQOp1ml9JGtcCrgdZrVQbpoJ28Pg/jOwB1EBzrljdWqVqu0PLqCpXVWAhnNhOsgwqOu6sI4FbDA4HJmCcjE8OABhxn1h3qUoC60aweD7FKq8iE+bpgO0OHXZmUHYsH3K/B+D1oMR7MTzD2oM7i0RilVF0PpTAWJSieiLvudWibrjogLI8TUCN4N3jRKKQomMx3fdYF1qHuPHXIElee5AVVUffdj10Xu209nzTrzOsaCHkdGQd9HzTudWE5BLQd2i1bfsiffenRKC/mcBjVSrNqTN8byDc/pt3rPtxEH9GfWbDOyurZyH8KQbzPldQ14SvjUUqVyjQVC9JsllwIyCuAdXD4qjT0eRWgDiA0gGksgetMNyzv9Rruy6pz+DvDOg243iHtfjru9wxFyUIwki/T7c0DRokrmN5ejWfJoAa8jigv9ORVVo2XU7EWfUaN9/nxGN3dDVKrUtD5AlCF+msf0q3NgevQrp9L+indRrl73wfyHRew8zgferXfPAXtpy92+wuAG1GZYUTU16hRnwDgRgfU73G+x3ffy+v+zfnc7gGQcoCbB7Rznj0AEMR+UzE/ZaO6DwlYZwrpp9t1Dbie03AhC/0VfVWOL33CkXb4Czr1o50XoYvO97jPEaYWB37ivUCDyAPSnIuqDj6u71dc3270duVD+od1oHyJ1D4Vp0QrK6unroa6nr/1f6lzWp8FXKyee22FR+hHw5+mmv/k4xmqjSpdn/8BNZqD53sBNUesbdboX/93/zN98c2ftcHnVlZWVi+NfLS5uUE//OEP6N69e7S1vUVhdd3po96A3bvvvsuuYXAPYxjJLkt6IAnYhTr94IMb9I//+A/0zW9+kx3cUOcAzq5fv05DySS99dZbNDt7jp9BeO8pvAzjL2Jkq9Uqzc/P0/Lysrpm746v9b73+/zuezzrarWaNDwyTOfOnqNLc5coGo0+N4sxWllZWVkdTRaws7KyOpbC9kHGiQiQHR6aAWDDgza4jMzsu1f3JBwP5Hg1llCIoj3i5Q8zYceFg6waj8ByBOEDTlp4oIPiBBADGMh5P6TEPW366jDDXb2CyI8igIDedJ4nBzvIW19oc9PFDkrG/BStNSjW27jmwBI3P6+k/iEAjuIgiEB29KHDCn1L9sMFYsjpg5mMXrml2epcXJvB5ehnsqrtIOfCo15swm3o8dKRdrWysnrGqtae7/mF/+ws0c2H7t8MT21qVws4khWK92jolWlqjk65YxyAN0BabU+wd2Nrm13dEn/xgLYEJhtbJzK96Rz3Og3XdR4oZr6+RL2YYe0Cqs/LvSD9hVvrar4xRnlnDBYgT23NQJE3kCtdDlJb5RGYFVzsCjduuMAYnOA+p9Iojo27YF04sndcb+S23PftUTU+zQ5TiIZpznFgq/kf8+tvJHxUXf0u/e3ET/HfcHSbuupneEqVmIPL06mgnqf0AdGl/NE+DiP+sRTV1xIUPTdHjcwWVWiBvvL6Nv3xhzpYavkLwwTk71FuklIBx9FF1RFcdOD8FgpHaDJSpHYjocY5HzVVf0DJR2NjqoICtKp2nvhYlTc865YLdTednKC1pM+FFX9lskhfXem0M8oKnT837H7Wa/GBwLwa3NbWqb29RnXn+KZMZ5XVwE9oovkGL+BwVv2NuQbg9hYeTKP+sNpa0Nk+dJYhsnagQf7oAlFFB9Vr2G6n+z2c7hw3t4kh3RcCu3HHQXDvQ28AatL35ViUfFWDZedVH21oJ7wvZ7fJP6reJ7DkG5vWaQdHzAX6wHUiuOehvryAJ6tiAAILcbp+9wP15vN7NoNrIfpPpUbdEENA5TGZUmXQk2zMTPzGcbleEmMM3vnGz9KFZMLNB/pL8DCrJBb2Of9tjlJrruMC+KIp3Kt9rKysTkTysM4L1x0W9DpJAUAD4AXBxa5UKvG5FhK4DuMrxncB6wCI7aj50U4xT6VKmVaWl2kLrnU7O1St1ly3OgiQmzc9qFeZS05QvsB/2MKE8NzRS41ZANIErEP+x8cnKBIJcxnwYHR1ZYWd+SRNgfEAjdWbnQDvw4CO+1339luQSMoqoCKUSaRoY2uTYrGYGps7YJ2pSlXPeyRVQHZRuLyp5gIE9wr9LUNxrhDYHfXkwQvXdWVYld1/nlDD2sVOw+Sp4RE+PuqsVq70hegGwXX9vpd2eCWh5m/lhzS3PkVfmlZ9woHr9KIOe+dOvSRwHUA7LAhBwRWan0+rOewm3S5GGa7rBVY+C7jVyuqTqlb75YZb30mq80upzHAPQKxELUR7LOwdabhOnxe3q21aLTX2h88EzjGc1QSuQ5qAj9QgMvgYh/xegD8ASFy+ZEQDRBDGGROIMlziOm5eQQdKUyo3Kes8AzmK21cvoErO6V7QCflOBep0HeMg8hnw9YbrBArs6WSnJe2KusnG2n2hybaxHM6RxHOc/tdeet7R//h74EgP8Pj9tSL3kydqMw2TtRhG82Riv0we6XvAlmgTtPttgJpeuK5X+6h+Ls570M8n/ap9GwwGog3gImgK8CV+R2ijKV9Q91lnfwbtyp7fl1M/4vAn9QPnRUCIWFxI+twwlt0K+ruWvJL0kZfNapg2ynXDuTKo0zQB2U8wXAf57HzLyurFF87TD/5EXXze339bq+dSlUCMro+8Q8XgPvPBI+onix/QZmFr3+3C9TD9T7/8r+iX3vnyqeTDysrKyurZaXt7h77zne/Qt771LXqw+IASCYw5/p6XsohRm5mZoZGREe0wxlfVFmo6iMrlMm1ubtHf/M036S//6i/p77/993Tx4kU6e/YsP1/40Y9+TB9++CF98MEHlE7rRXJfRtVqNdra2qKFhQVaX1/nPtUL5hQBsPM5cY4tOAGq/85MnuF6m0Acje1+VlZWVi+8bGSTlZXVsVSzDzJOXBsObPV4CcHH2sXuMG5mx135AitrlJwHqFhBHrCfCWqZwNpR4DpTOG7qVe0AowOyD7/Cu0gcZkynvUEOdoADoZnxvTd+e0F5xy1rr7SRvyvnpthdzaueweGHkMCGg9z8Ll4do8vZtAtXaOe448nb/9hFIdC7Tx4F5juMEKQJcDCl+nAETk2bSe4bnPYR4VArK6uno0j4+Z5fwH2OxsfIt7JFoaSP6isrXd/DBa1du0SJke7zO7thNdW5x3Gga2zrwOytBm7QGQFh62O8OrYpgevgYtZ+sspB517FZ3HOH+1Oz3AjwZjOznVjya7POg6qbfKVC9R2bowGxrNc1uo1ldedIYqmdH4BiEHRuYvsBOdT25mOuf0EGK/I5R6n9KsaJmtf0i4g4c1XaLW+TjF17Njr1+gr6rM/Gv08w3VwNAM8JeAcAsjj8Zh2elH53cj5qKDKgLkA/uHcP5klrlMvZMeg19Yulw01g1xHLxBDdsV/GmXQsfFI7aw+Cyw/obutLDH2qOZlcEdrOSumtiNwfMNYG6dAIkl+VQ+oJ6Q2QSPUntTlCqmGXFvZpelJXafR1DgFh4epocoEuFKc88S9rnlmitvk4uxI19xInAu5PbIxivQwlRNdquhjojfUEDwf1FAlBKh+ZQNOx51gOX8g6ILubrma453v8X+OWxq/H3WcGhPjdG/bxzBEVZXadPtjJ2UHjGv6QxRo1bULHDT9Ge3+BjoUXbFx2XV/M13ZkJdeAoCxn8S5uaculuidwhQtLhO9WfkJrZAuKxwh8bu6da/guE6qvqT+vxVMemMJO252XB+Xdb1EU1wnPlWfJlxnzo3Muauv6DRi8G73sZOefJvAHaDEqP79SXqclxdItdrRXSasrKxeDHnDtQWCW1tdoxE1Bpana3rscOC6wm7Odazb2NhU260yHJbP5Risw36A6lZWtDOsQHSDNAjOKov7TR8NGdAYXOuw6ijAOuQdrnDxeJzisRiFI505hpkncYULwM3vKbsJBiNJnjOVahXKjoyqOluheCLBsKDAbAIVoh5MNzu0mwkHAoIb+fYWrb29xIBcPXq2E8DuBe1MDYDuxMWOITv1d7jcPYfO+492j2DU54HrSFzrdLsArJsbAVh3MLhO5MJ1ju4ZICXGdLOfWbDOysrqWPIAWQLyALB5Neqj2bGAOtcFGNAZtEgZ4Do4s0EbZWNENsEcMy0D3gZcp8G6IINHQM/hEpeondz5bSMqrmcdKA7pXl823Lnk4kuApe0GbyPb40obeQRox2U8gYClXmC+gE5sl2c8Sr+eN+YRfe55ex3NRCbAiPxnjec9z/Vq5p5yCkQmbWICjh0o7HS0B6aUxRJqBwNuzT6O+r82HHHBN7jJiQCsdvUBB7R00+/TxpDrdMdSv2HVSbPhJt3K1Ryg0s+QXSwQYLd7ctIVSBZwZzZWY7BPyoz6vr5on2VYWVm9RMrfJXrw1WedC6sjqqnmpT8Y/gxtRUZO5fi5Uo5uLP5k3wWjEqEE/da7v0n/9U/9i1PJh5WVlZXVsxViFyuVCj87yOfz/De1scj73m3xjJed69S/lnPPtu9zYitXfn+AHj58SH/6p39Kf/zHf8LOdZOTk/Trv/7r9OZbb3K9/i//+n9V9b9L8wvz9PanP7P/QV9Q7ezs0O3btxmww3s4JrZ58Z6DxbEGgyEGE89MnSF/wE+tZovvWaEfPstFMK2srKysji4L2FlZWVk9h+LgdzPgPXp8N7ODSJzrZAX5lY0Wg1oCrZ0kXNdL/ZxmegkXIC1P0Jw47e0H14kA18HNLZPsBIDiBfb+AAAgAElEQVRhX69QboHijltuE+xD2iJxkWPQLdweCCgMEtrNhA0hb5lQXsAVZydSDNdxuo6z0sskvcJ/i8s4ofpxdTRG+dE418fz5mxoZWX1Ysi8+VUMVigOJ7aVATsQuef2Vma463PT0W3fdBEw5MB1zbUNaql9f/nhEv3HHtuKixfGVOQW8JQpwO0CX7OLKcXccYMdVOHahVW2AFrF1dgwNcEXjQDp4PbGuqBfGK5T3/viemzzQk07vght+Nq0Gw9TaWqS3Wh+XtUDQDsJN4psjHFdAihMGlThtyYnCQiewHXD2TOUSTnuqw68BGczDswv1rkMDxa3eTzlsiQyPJ72ki+B/eNdkN3fvxqhbDFPG/+UaKiu5jy3n9ByZhbL4xFdJYbsCuUMFdsBSviaVCFVVy5kpx8k+9MJA5M8q8pW5rIlzwHV0oBh1KjLxvA2tUfH6fH9J657HfJvOvuiHb0PAHDcfpqJqLlFYZ4WkhqCu3J3g742jPlVt2PuTl4fExBmotmggD/ELm0cNlctdwNkgLiKBsyQGCevpP7Py995DUHiYXuXnOP6K3nSs7gruu4c9zf32Go7hiGd3RotNe9r7/8gBPUl/RAPUbrqrrBm3AGpq972j7RBYwwkbhTvUb00TKVHSfKlZGEJuPtq10K+ee7UT5cLpVkXDuxWVm0waB7nM1bSd938TCWudd4Xb+4F7nodc5CDkJWVldVTFsCypsexF5BdMlGkUrmshtZtdqkz4TrTtW55dYWWlpYYrFtbW+V9AbDld3JdcJw4skUjEQrHut1zQ85iLr1R7cES9zqB6ybUnGR0dJTOTEyyMxzmJqLdvAYDsb042eGh/7OQzI+wgizqM6LqBPlGfcOFD3WEGhOXvX51E9lcVdfO2p12eOw+bSUxz5kmqjwkCp/vgjH6CuMS+oAD4tUnpl0XO4Hs3PTqFaqGdPulWs1DQ3bYh5z2FrgOznUC1305hXsdhwPrRCZcZ2qTP/ZRyvnbwnVWVlYnJgMwE7juajrEcF0/pzMIYI7AdXDd2qxq2AhgDsM+AxzVWAY4DfDolaFYJ70TNCVZLQUolqxTeh1l7ABaJM5wkAnZQRW5atfl0a5p6tzuQHZPvE5ix5Bcq2k3MT/DV8izdiBzID+Mg4dJ01P3AnhlVT0DpIJMsOu5FtoF7aTqoAsiM/qP60j4NIS+gfx4+4z53lP/JlyH+gdch/bOeBf6Um0yHGo7bdQBLXvCbmZ6BugndTQVS9CGmsOO9lhECG736N243xgN6zSJf3vYtuw44EWO1vesrKysnlc1ikR3/r16teDwiyj4Ad1MX6NHiVnHcfekj9+m79+7TuVa/2cgUMAfoF97+19YuM7KysrqJZUGmzSghIXb8U8vTOPrCyvhc16c16e3AZAnz4ut9gp19NFHH9DXv/EN+pM/+VPa3Nyka9depffee49+9mf/C34ugs8SyQSVK2UqFovUaLy816QbGxvs1IfnKYhFDQaDqrz1nv1N+hrCB9DH8A8LM165cpmmp6d5G7jbcQyu6ocCf1pZWVlZvViygJ2VlZXVcyIAPwCuEPQOR7O8P8wB0Nq95OkIN0J5FXkHrus4kXRDWicF1yGwH9IuIYfIp3EBg/cVx6nFdNobJEBuArhdOZd2nXxQ9+OjRGvJkFtegHrYVoCs4zifeV3zvKAb2jqbbh8KNOynh6t5Lo84tokkbfQxL9R3XNe850Hei1uUDf2YgYvVbrcn62JnZWV1EPW6adZKJxiWym+PE63s9twPbnJybq9m04QRgIOmPItqNzYEtBsctSZwHRzMajvb2v2sjyLDowwm6SCttnYS6yGG7fx6noHxoFAOMlAEMCqIwGgG0UbUa5Rd90JTOti6WSywaxs+B1xXGUmzUxe0B2pSkqD5cDJGPxgZps8Z8FH9bG+8+xfUv8UJ7caXHEprYBAwmE9XIKfRrLtgOeAujH1nnf2xSEE23QM6CoS0M1oEUFeQ8z9fLlJmSZOSpUqZHQR36UnXODpxLcwueVx+dQyEWGGmgBQEsguo+uB6kbKpejLLZn4HGO9bGO93Wi5cB7e+gIDvqt8cFn4fr63TWnisA9l9pJ1WFrIa4hofjas60uM/YEFxaCuqeh1qtSko93WTKQcii7FzHku6p+GWxvW4vUKrO0Mdd8RdPRcD4IhFG+TBBbvY+RyHPEzbRi9poI6PbUBqzvG1k57uT02j++KY+2ngw5LCxxpaa3XKMTeXoxvq9cx3tmnnvXv0ZEO7FqId0L8YOPUHdLClQIiA/+pO/aS668QE/CQ//B0e6shvsdmjHMiXCddx3VzTn8t7KSOc/nqAjlZWVlbPiwDZCXQE8AwAWkGNi6twVIvFKB6NsctarVBmqA7jby6X4we2eIAJcM2E60SA6jBHAQQH4bgQALKkGmfh1ga3O6QFiXueyOt+J/ubwrHGxydofGKcXesmz5zh/I5PTFA8HGXwf8oB0AAMRiJh2t7SENvi/fvq74jrbHYY8Eoe/gOAEze2spr/oY5MYSwM9QGrschChbSL3RmaoGpZj8sxVecok9SNWS9SJ3XnvgrSDhUdAHxYLyJQX15Sk6FpovwDlcjZToK98oE5BALeEQBeXNSbrS4xXAcBroM7XlKlIbgkgEgp89uJCt0uRvcet480VIeZbweu+9J0x7nuqHCd6E5QzxH/ekn3FZ236oA9rKysrI4g07XNAZlNCAuwm4BA/WTCdbdydfq4DyTsSoDpaID8qRjNDPkZ6MuGQ256Jy6AQ+oSu6yudV+lDjjELnbiDNfDFQ7Q1ivTQ5QqlfdAdnDa422e9HevPY7ExWy+Yhy/n3NdLznbvjKXwcShC/A6dj23vL7BT0kCkUkfqhzMPe7YinrS8zoz+py69Bt1EtPPOwDFmc6B8rviwwb33kMIOUsCdcDWMG2U63wMF3bz5gFCm8h1v/OdhkBxnDL3JaR9NR1W6badtNrsTIk8CNxJhnsenOw4TRNEtbKysnrOVG9gIbymuvYMUnDgOKnOfY+/pi5EP3hqebM6WT2Oz9BH6ddPBa6Dnmwt0+3lO/tu99qZa/Tfvvsbp5IHKysrK6tTEi6B9gwfbfcLwFtYvA4gV6lUoocPF/mZAQQ3MUB2cLDz+fZeB+O5wuKivhediCcoGovyPXHcR8d+AJ0s5ORIVV+1VuWFD7/97W/T17/+dfrggw/orbfeop/74s/Rr/3ar9H4+Dg1mw2u/2AwwDvVa3V1uftyOrHh2cz6+jp99NFH3P/kOT+6Sz/zOYbsWhq0CwaClMmk6fLly3TmzBn+XvqaPPexsrKysnrx9OJH0ltZWVm9hILzGLvKGC52T0XiBFMOsuU1gqUF1IJOEkYCWDbhD7suLYcNIscFsAk9bDkB3QiEF/e6Xi5lArlBAtd9+poOjkPQubi+aa8ZKLEHsjuOBHAD3IdAdxN0E7gOoNtx7OrNuujl5od0OQ+q7iezfobrxPHlZRKDirmaC3Dyb2ozSbSYc7exkJ2VldVhxHBMvBsKD2ZHqHDjBt1IvkFJWnQ/Z4cTdf4BXLdfINx4YfDNSEA87WKF4To43zW2tx0wrxvKQ5pwLZHVzyVIp9kkhsPgXgYJNIYxiKEox8XOhPrbwQj50qPkS9bJ5zi0iXOXXESKa1YM0JoTyOS9QVhpZWhXVdujXIRSgRiNBKN0eyxDMxNhSntXCDf3Iz+8UrpgJTy09ZEOYgq0dF4wZ4FQDhnDEfaNRQoq2aR25DOEfPqiThuq10qkQsENHweiQ2V1nO11Yve6tVtrtPBgh8fN1dYw1xFcAYappeo4xPXbwqp56jiD6skUu7Kp75c2CpQBLHZ1m57c0sFXucAF5whO9sIBhgqp103XlcEOiIDsFpz3mL9grMPcA/Me9IOCuCSHq+yqR3Bp8wc67RgIuXXEaqY6B3e+qzea3L6qtvmYS7c6bn8zPfLk1j3+4Xjpsz22oo5THLZ3PvK6FgPK6CXMoQKOi83Am9UJ1N/e1eN3b8dV228zUKkXusi4q9SpStFzz6ADk6IeuCz1rnyHfJ1+3TMP/eA6U8lX9SuAQBOy4++6gUSBEa2srKz6yTwX9Vvd9aQEoKxhnLMFFtMQ1ziDaBDAtMmtTcrncvweD87L6hVgnQmBCfxVKnau2cRhTqA6uMylMxk15kcZ3vMeT++vr4mxj1cC5kFDqSF+8C5g3bB6TafSLlg3xK6m1OVihzTDETU2LK9wvlYePzpxR7NGtaCG7XTP76R9MWfSi/VU2fl3aMhxLI5FKZ1O88qpCDRA3eR2dqharTHEiHaBvPAhBBAOQBxc53yrS+xE5zrZRXs4zWEOBECi1tLbUQeuG/n2Fjvi4ZimWtEEvT7aAeQgcaI7qADVwZEW0DxNd8oxN3J0uG5+a8aF6+bnVd2rCdP82BM1Jh8c/rOysrI6tADtGOfXg0JYuE71wnWuO9wgqbQAt+nlYyKUjbVdVy9o0H2Mo8nvunPByY7Wm9TlzuV12ms56VeadHtp18krdZXNfe/bfzGW/STXw1GVzDADVvpv1Em6reEq16HNC3dxHgzAywMXAA70Al6iUO8ow6PJcZgznf9OTV7Q7rS1H8jnLmhDLqwKsA4SR8jZsYDrCDnoXh3upZmwG3SVp2L6twJ1ufWJk14P4LHTX3EcfS8GQOxww0kb9/Cw6JGnz8BB8aaaOgvYx2l64UIBC/0vZ5CjlZXV8yvcWgBU92ipSHfv5+jBowItr5boV//Li3TtSqb/jrsPiBb+6Knl0+pktR3O0PdG31WzpNO5G91oNug7d767772reDhOv/2F36JI8PgLFltZWVlZPR3xc164fQX8ez9XX/j9Acrn87T4cJFuvH+DHjx4QHfv3aWPP/6YPwfA1GoCkvP3jKX77ne/S0+ePKHZ2Vm6cuUKXb16lV599VU3xgDwHp4fW0c7Xecb6xv0/o336S/+4i/pg5/8hCYnJ+if/bNfoS/94pdoZmaGgsEQ1zvqDfWOf3Bia/dY1PlFr09xOwRgd+vWLarX6w6U2ew7JxFYE99jezxjmpqaovMXLlA2m3X3O07cp5WVlZXVs5cF7KysrKyeIwGEWnNczdiNLasDqMSh7bSFCyk4dRSKLYa0ECyNYHUTWjsN6YD+w1mJ44KE7bQb2r3GK4HhTHjKhOsQZA4J4AYhzBsQFn/mBOmze00y1LXPUesC+8O1TgC3i1fHutzrotGwDgxXF6sHvQhtwNZFXcRKXcB5UNrNm1dx7eOyTuhAeQTvHwfq6+nspPJynAvFfvsf5cLcBDcBdC6Rdg48KVdCKyurT7aCw8PsJJd8802i+eWu7+DGEtgp0dg5vZI8gnJGynn2u0gUC9QwXOjWkur8Vug+NtxKsHJYqVSmULHBrnGt3BZFNspU6ONehzSxT3VXO3YiLZzfY9UiRWiVskMPafm7CDrWDx4xVmTV613SUBQtwa1EA1MyNnTLz063okq+2xnUdGDFvjv5kjungDA+YcwD3LWTV8dJdcZlgGTR5t5gaoxt5iiP9NOFIrVK+rydW16mpqrLqdUWfbxepjM7jyjQmqItNbavbMCVr6bGghKPd+lUwoXJxQkNx+OgdZRa1SucXnLhFXWcON1z6gnzoNStbXqgxhFAkyUHRPS6zkp9BTwPdk3XtWi9zsCkpGkq3byv/v/VTv1ifrO9ST6VRtroA4G19T37isTFztT/6P8q/cHlt9W78zyvYRe7RzGnLeCW56NsZaNnWXqq3qQotSisylEvPlbtG6LAMhz/yq4L8+Ml7XyTjOXduUa/40qfMue7/dx80fbo4149yk3SKE1QLl/k40k6yKevuUOt4jr5g3f37Jd9d502vjdGl94s0s491UeTd1U5hrmORJhLeMuAfmS2qy5Ddc+cvVc5Mm1nm4r6/RTWjnZXBu5/gQHBKlZWVp9oAXA7acDrMOqXtgBcgOcAd8HNDq/7uarVm01qqPGzXKvRUCLhwnWmy1wqnabsyCgvNmA64sEBzgTuhqvd52mAcQDqBM6LxeMMowlYl82OMlQXjCS7xgIIwB3cebFtzFmAAeUAUChucLhePoqbHSRQ4EGFh75wIcY4Fa1htd8AYbUC5BNuwoDTc/kcOwSKWyCAwtXlFcfxb7wLsuMyGDwiIDnMouriZJe60jsjCPSuPGSwjo+zvETjP+7AdUnHHc90zANcJ5Cc6F6fuYAp2X5urhsOhHPdceA6U4DrkBeG66ysrKxOWs12l2sdixeyaTOINRoJdUFAvZy2THnhOgaAXPDHkAPyCLAm8JHrXueBjmQRn+PKhdYMJzvXnauXELhVa7vA2HXnVgjc7KCbuFmgxj7AdywG3A7v8GWuKg4x8KbKPEydwDHAh2TesggH9tatG2jWu43ElRDgFLTfYkwD5YW5ngZo1S+NZ+mq5u3bIg9cJ3V/1hfqguvQt/sBjlG3D6jXdFj9vmqqH3Qc5fTvJ0jXl/s/u+PvHGiW+zkvvqjmwSUDZEUaKq2A6n+S5nAkwOAsQMyuNM/0gDzR7wQqtLKysjplrW9WaH5xl+7dz9H9RwV1nd39bP/WvVx/wA73/u/+B3X+yvX+3uq5VjkQo+9mv0A1/+ksCt1W/916cptWd1b33faLr/wcvT391qnkw8rKysrqdMTX3c4li1x74zO9CNwKffjhRwzT3bt3jx4+fEj5XR3zUNgtMICN+LFBTmBra2u8Pfa/ceOGhp3On6e3336bQTuAdxKDZqb/SZI4rm1tbdGP3/8x/cEf/AHduXuH3eree+89+umf/mk6d/ac69wGwKxaqXL947NQOOS2w4ssiTUVSA5w3dLSEjsgoh8BKsTnXtMHU6YbIp47ZTIZeu211yiTzrgLAVtZWVlZvfiygJ2VlZXVcygEP3OAMpxmZk8/PfOiQNzrkLa418EF7SSVSXac0sRdDMFqA4O5DeFCRoAyBDSLe03HfW6vTLgOcFXGARkBml2c1X4xcCqBayDARnH5QYD1RWe/DQO680rcgEwJSCdCehDaFiAfgK/z54Zd97qDlt9US13MSj0gqBvuOpJHb7sJ4Cf5QLoCUBwG6hOZ/UacZeQzXIQe5YZEr/3NGx2HOSYHFqp+VXC6BUBK/l2pdoEj0Um5ElpZWX1yJKuZBxJJ8qdHGJITZROXqGI42JUeJcmXqlBmUcNQgLL8MQ1zDcGJznGhq6+sOHvM8f/frg9T3Z+kZi5FmXyRIbXU5ha719VUeuGl22q/Xd5vo9imlfkVmpyb1GlUyhxA/Xi15gDGRGcrRQ4HwueAx6Bf2P4TejA9TRM7b4Clo6XNWaqOVlz4GpBdsqbHk6gR6CdAO8qwsds9xmnVGRgXIAnQN8YlmVOIO6+Wht8gzqsqZ7XHqudeiB5pJ1Y3XTe/t1Sd/P7OOD2+/4Tivutqi3f4PRzU4OAGiAzjXTIRVMfKUyYV3wNB4Yb7tVvzdEUdqzK/QH/8YZUxwzOja/RRE8FP7zK4x9DVDT2eCJxmllnqqxdUhTQnGg1ql0ocunVubZNub2n3Os7vhSl+n3itE7FXKBLnG22xUS3SBacPRFa2qL29Rr5H27KgPlUNE9rJephWQjX6YrTIAYAICn9jaoHGx4s0FB2idm6Y1h9MUjEepwfBN3kuYpZFt0mpq+29igV1cDz6VTu/qMqg6jb6EwrNv8GA4wPSjrqd+ve5/aJXG6NdBZxTNdWVl6hfp3Wx7WMnR6RZK3TmfPfV74VdC1Vf20jovivpcD6La+Sv7HQnqrr6O2Mhur5eZ8iuqH5/mUs3qFy+QoWxW6oc2/SQOuDAQcuA34XMxfQcd2//aOXz5I+saOiPG/rjvvXsCi52PcTudQjADbxcLsRWVlZHl8BczxqyE/EKnsa4C4Brc4P2wHTYBhCcXGECpuulkPNwUuA6uLKdmZhU7ycYhoNz2/bGMo8VAOcFtiup8Vfc8kQA6iCB6uLRmHYgHhlmKA3HmsimKBrTcx65FsW1KpQcSjN8x4sbqDkWgDWsVMr5NCC7w9aXV3DXhTDWeJ15TeHBLT+8DYcJWUY+R0YyXfcLCrs5Wl1aoeWNVS7zyrKzQAQgO9UmgBelPfxqDgkYDsspiItdF2QHB5VQj/Gn2JkPa7jugQvXxZYWOP67GenUqbjVuQ50ovnejn2irm3JC9UdH64T9zoTrrtdjB6pXa2srKx6qhcYFA2QPxakmSG/BrqUziT02KchoP5OZ3Cvy/kCdLPZotsFn3YV3c/xi7rhI3FV60BH2snrUMVq7S2XewwPsARtqDGUneEAIgkg5K0bz30BBurUGIS6auU9zwP6HeMAcl1h1RQKNREK+ghe9QCybjsMnz8VUyUod9etpGWmLe89149wr/NCk4HjTNn2AH6nECBolkdgrmcl3JfrsWI+q0ebS/+eU/1bHCEvJgM0FOy0tc/Xe6G/qL/NfUAA0+16UP3Owq6jXBcYCrfFppMvsx+g76p/143+ksYCj+GmdrFzILtKo0XRsF+lqfsdpNMN82/bTBNg3/Vlw8HOgnVWVlanqLI6By082KX5xTzdu5+nre0qtQYEVd+6t6OuRc+qa9Me56alvyFa/8Ep5tbqtFT3heh7o5+jXGjwdfpxVKwU6Pr8/v1jcmiS/vt3fuPU8mFlZWVldTryLmyD+DKATHCq+9GPfkhf+9rX6ObNmww6VatVdroLqet+ONcdJEYMkFOhUOB9oUgkwtAToCkAZYDHAJLF4/FDx529FGo7iwGqOocz4He+8x36xje+Qel0iiHEr3zlK3T58iVKpVK8jTizoU5rtTq3RyKeeCngMROw8/v8XN779+9zX0F50e8Qo9jqcX/LPQbpPoT/8L+xsTH61OufomQy+RRLYmVlZWV12rKAnZWVldVzLg7SnTq9G5ZmABcCr+Aqg4BoBMIv3FrvCY4dVSbkBiFAvRN0fPALMXWp0h0kVqy7QBygskHQ1My4XoId8Ju410kekokMB+SjDgA2ou4RdG4672hN0Gqrpl0GHV2kwRKgTsrdCTh3QIRohCE3saQ/qAOc1AO7BJWDbttBpnud6Z5nllvgusM4znX1mRZao911I0R0FBc77/6yMsxBITsvlId61ZBImOsc7UC3dH2gfixkZ2VltZ/Mc4436DmYGabgyDCDcr2EcQPwtqhe1KtvAgyDex0guerqKv3txE917Qeg+0KrQKXpBAeJL+WL9NbiPEN5ayu7BpTn0foYlc5VKKDGMUlruqSDst+6+TG9rvb/jw9XaEP9ff7DJbpzuUql9i+o/faC4wLAA/ASwY0O2tlRo3bjJq2XJ7vKKuPbRGaXA86xHcYljJl73PJIj7NIp+Cchs20zDSzqg4FvkLA/OyTFQbN4ou3aUfVh28lwesRxIobqkzXaTaoITuAioAGUw7oNTMNbK57XgMo6o3lbao4cJ1uywRtFO/Rp1S+xrbv0KJ/jb698is0Xl/X5fCA8lIOjKvgvgRO9KYzXtA39dmJ7uEjNUhpEG/24V1qX5hy69EUnAcbfh28z/1muwN11vyPKfwkRmsbACM7rm7pbJ4wc1xoDXHwOdDNyYpqq4d5VT9hdq7BPzjujI7m6Hutz9NlxzVZ5icC93klsBuFtVMM3HAALqAMseISPXhdfQgjPlX/q59/gybQL7pAu2D3cUgDjgJCaD2mXOAC7wOhP3G9lTqwBYAJlUMGUlPO7wWuhXBh5IULhgqdfFa6nRZdDeXpHUoxZHeO/pEW6fO0m9+l0PIKrZ6ZpIl5ciE7bxkwd8O8S8qBMqzuDKn+vuW2ocCksh/aEr+LyfZdBh8Z+uvhqrefWtEM+RPjHbjOysrKyhHmLIDqnhe4zitzHgWIS2Au93tj21g4zJAdXqGgOt8BrpucmaXJyf5wHUBmnGtFcJgDlF0ervH229t7XYDZgQ4utWpOBwGuwzFwLHG+9QrX0bgXAWc7pIY8jK6u0PmLF/h7ceRD+XyOCx/aZ7/VXQWQlPXgAQQC3sM4M6zSwnU/FgsIR1r7PszGlTpfF6syCPpf2NXlO0MTXOaS4/CH8c8UAMHdSoWihovdZ9//O/rBWz/TgeyiZ4k8bgUC18G9DtvBuQ4S57pdCnBwg9SF6V73xegWA/oiLBTwYNpzfEPnl4Lu9yfqWLc1o4+/ukHfrCRofrYD15kKAV7ptd7EU9JB+pOV1csuv+8FD+rxgkJwuVLj3eUhXDO1XBgorN7jnN4LdGs4QA9AnWK4RU/4vOzXcF0Z5JAD4XiD3FXar8xlMNB0wUcQgB/AdcGAXpUc937rHmiLYaCgn185610Odz7e38yv3FcJqbLgKglw2UJB502c4diZC5AdgCTktyX7G+c6fOe42aGuWjIOCbwEZzXhmIIBVNCeOgNEiHpluCnSuw95QTvOp6qfqViLPqPGdyztQ7hexTWfuNiZdSz5jzr1otoWcJTrSqjKP+TAe/3c03y0zzle0gi0uj8TtQdfK+43huTjWIig0H1ME0RDXbfM9DzQ2yAQ7qjfS/ry2vaU3YAa0b9nVN2Y/Rttj/6N/hoMdII7zbow7wHy3FptJ3dGsC+OMTum0l1H34p0XOW47xp16u2/0neV4DKJY6yWGuzmuK1+roD+8FvD70Z+O0EnL6aLHYQ0Ub7b8zsdV8FBdfkSqt36ZJXXyuppqqHOK09WSvTg0S7dWcjT0kpRTStaAwOMTeF5/eJSgS6eHfJ8oa4V7/8hTrynkGur01RLjTMfZl6n5djU6aWhxrEf3X+fCpW9z6lMBfwB+tXP/HOaTk+fWl6srKysrE5PfI+h2eR71oC31tfX6Q//8A/pz/7sq7SwsMD3u4OhoLpMirvrC/n8GoLCWNGowckOsWC9r+Wxf9RZoQ7Xc7in/ld/9Vd0+/ZtevLkCf3SL/0Su4wdJY7tRRcbGKi6r1Qr9M1vfpP/5fN5+oVfeI++/OUv05tvvknBYFXz9IIAACAASURBVICd6/CKOsKCiHB0q5SrFA5FaGRkhEKhjpPtiwopAopDn2LQTvWrWrXGzoePHz/megoGg1x+gHf9ukqrqd3tcKxYNEYzMzPctxKJZ/jAwMrKysrqxGUBOysrq2MpbB9knLgAiI2P6uB6BG+ff0rp4kIBoBaEwGCkf2dRrwgOEOm4EJIXrkNwOgKOxQlEALMDSV3kVAJRyuXXBm7WHFXHM5gHgesAV4k44H4iTPF4mmE1qFrTF4U7eblaSroueQzfkYYCtrI62HprtwPamZLAcJEE30NwrEunElznkXCcQuFIF1h3mItRhgxV/pA3aTuAkSjnT26uuY59gOvEtQ95Qx7CEZ3Ho8Nwvi64TupQ2tKE47wyA8IErDP3N/cddJx+Qp2ifrXTjO7bgCGWVB1kVP1kkhl2srOysnr+VK09n/MLPjcngv8/e2/+5Mh53nk+uM8C6j77YldfbB4timqRFElREnWQkiVrZuUNR4zXcnhjYjfmv/EP3oj9fWN2IuQY2buzkmWbkiUFKYpNUmyy7+6q7urqum/UARTOze/z5pt4kQWgUDdQ/XyoEtBA5ntlAok8Pvml0kaYiklrW7KiNjK9a+q7DAkXUM4gZ6Ufnmdpm6Ufmzav2paG5tO0bEt52Zl5en3m/6H3X/wRjeevWd/fb/DrD7t6qDCRoGhwnSUmTryzpbzelVkaz5QoPpZmSQspdt0vnqOV4AMamfg6JdKLdDqp6vJa2wYtZmF+pHS9/t/H6J+GL9OF+/P0xan/Qben3uTvRbrUy/NoacwNb/usbd79+RUanEH5I5wepgkVsyxUtXk3WZjy5TPWdinpCOlasrsxp9LyIOTplDNdPjBfA4VUWSiEhBW69ZiWx+/Ski0avv75Te4PxgE6lJbscKMAcMqet90aCyWOBVmM0tKeMz52ouBfW+P7Xn6Krodf5Pff/t0ovff1/9f6XfQOkf3b6CtfGaLNLrVsE/Yy1qIdLovXvxecsaFVFsSQvBcYmaB1f4begPD4O9UHnWLnm5qk+8VuR0LEOoOx5HYuq2U4k1ukvvElCk5HaLPwCXEcmwnG2/oNedY7R4+ogxPa3qb3WCBDAt8XpxL0IIdru4KUzAetZbnkJBjid8QZY3m7geyG9pwbWOUEtq892KRbuTRfe4/xx7yQ7PoKL9LEnSUeI6wX540yMP567Hm9mF+g2ZkZTn1keqzlNlek1MAgj60vv2B9DqzP3KQaq6mgpzytDafY2WIb1p9CcpkFAoqlVFLc2mzl0Y84flNY3zOJFF1tI7o2qpbhxroa65mpaXpyoY/id5RsodftM3b7kc5ofXopR2Xxs7D8hNbvFGmmr5v7jt+65VTI8rI8F7yvJDl3mzSj1jr0om7ns5UJd/nzThqfmVyHdM1WOY0R3EVisyAIjaH3rZpRrgP4HYX0r4AtmGu5Dq+h7ZDoCrmcczm5lusi4bAzT7wtRh2dHdTZ0cFy3ZmTpyuEOJUiq6RxnS6HHx96W5pMbL15EbYxvM2w54E0VyuRFmC/FPur6v1N64styYLfmTNn+O6mYHYGfcPNDnpp+sk4v1brQnYtRWq5DmOQTWdY0oMQOL+4wNtK3b5MBhLh9ndCxcXZxWKlZIfUPZPu9RQn+7Ul2nhszWTBKBWoYLcZgpw18JVJdmN2kp0LyHUquW7RSa4D0+lNShhieDAS5vQ6yHVIr3s0XJblQJZvCVEdyHVBa3t7wfYq9lOu08l1I5kk/7YHWq7T62oCy8o+xHVUnzeR6wQBF+IeZYzWPuASYpBKxVeQQXrrLR+7rnY81BTftOSWXnNJyZ5c+fmWFBnru8yqR0tfWj6CeKaBvKfK18l5REubxnfPZmHLc53KhqQ683I384ZpWsyDUASQDAcJitPAwsZc2W2Wby5X/XUnPaxYN9lLJ4c1gp4WY4UxU5Tomt6trVYP5DqrP2q5KnQqIchVERFNSryHt813vbeKnKcT8yIqKbAWannULh/rxxZp0D291/z31nWsfprebt53t9d43+43ZDdQTa4z12+9HXUnLqpEu+rtwvrNZeBQSQ9VSHYV6y6os/5i+n+xfh4+Gy7QpWSgQvyjYmVypFMn4ZgFjnloyS6t6uR6jLHSwp33eP9O8DTp/o4gtCL4tlha3qTxyXUaebRKD8dXrf3oHOXyxV3vc9y+t0zPnGorf0sXre/JB//N+hqb269mC4cE1oDR+DN0r+2C/dvkYJhdmaXbE3e2ne7ywLP07rPvHlg7BEEQhIND39wExziy2SyNjIzQP/7jP9K///u/s9iE/TAIcpwcptPBkbpm7SMVPUWVGGbtJ+lrzNz7bfrfnCpm/+mUvPHxcfr5z39OkUiE5akLFy48dZIdxm58bJx+97vf0e9//3uW61555RX69rffppdffpnFRAh4wOdTN8KHYDczM0PZ3Ca1R5N8XiZwDG78qq/L5PWjkKf19XW6d+8eS5haritfu1k+JmaC9wrFAq+L/X39dPr0aZbsQqHwlmkFQRCE1kWubBIEYU9kn7KdjsNCp8YNXVIX9WayBedOLmC/7gSiT8bjhD52HiBq4WJqJM2k7DQbMwVtPzhhXCAA9IVroR1cbMtx3ek0zzu/4rHavOy0uaK991dqlqFFM04UseoO4uI9fQFflHi84/EY5bIqbabdlg8zmRIvDzPtTqf81EJLdUomLHF/o9EIL09TcGtkueq4cs1Kap3H4MnEspNeh3GAqAm5DmihEH3GOoWL1XWbG41wN0+k4G5CZoJgxjhhrEXE/UDLl0CvI5y25/PzXZQbobxebao+j6kL3lNdUedzhnVybHH/khoFQdg7oWBr/L7wJzvJ37FEi2e6iG5sUv+wuiC4O3aOxu1p1m+OUPTkGq3lwlSwk0wXxm7xI9LrANI3IOVduG89tzb9FwNLRCNL5CsO0nLSS2/cvs1iFQQwLddpcEEyLv7F/N3/an1fvzVJJb+1HSgk6BvT06QVcD3/S9fX6Z5V35XM5yyQQSjCthPSMbYfA8vjNF5co8LAIJ1MTtPCskp/AYW1NAtE+l6lkMLMw6jFEWu78swgPbLqb48lOGXMN7VOAWu6AT2RVR5EMppao/Up9VLwQp5TVDS49Ltg+M+mCo2xmBkfqRANMX7xm2N0znr/gSHZEX2XAiP3eBxR10LhIafTrKSs7acu2xqXsw9HKXOvskzsKTtlWuN7+qMJWnvuH+j+zLt09kx5rHTZug+r+QgVUlsPnmIrU7ST9/KrSpQzQQIcIcnurbdocGae1q0/rDdYjoCXpZ2w13d7UaXXkVouSKxbsq9P6Ogp3x04dLGN3h16TNfs6ZDS9tuL1u8C63li9msUz65TR+cqdfVnqdPfZS2rczzdWttj7ote7ibz80Rvd08SVgx8SvNLGRqa/BXxQH2upkE6IiS7gWW18AatMSoFH1m/rRI8PqvzSmbgcclmOFkIKXgrwWlavRultuAGBWIbFLXGFevyrLW8sD5BMAQ4hf5fezy0srJifVasbbv1+okOtU4F29RyWF4kej34qUqKY5HtfqWoZmI7cBifE91Ed8assYnFqXf+MSU7UtY6dJ77AArWZ2LF21GxXHUfsL5vxBao+KG9viPpEX23+oC+Yzi+jSSgM1ab5u/VbtNZ4zeJ+T5kO/wc7bJ1RV+AxTrQSncJzGZrpxEJgnAwHLWIo+vX31WQlKq9D3wuyY6T66ztMNLuAL6f+/r7qX9ggOW6vqH+CiFO7/+Fw728rwqhDPurHd0qTbYWugw1b3nfE/vL1b5jsf+OfXpMh/1iiG8D3SoVLhqN8gnpUCjIJ+/R/tx6/f1NLdnpvuM5ZLfs5iYLcLP2b0Yeg7atkmAt9IliLdnhJj+c8m6Vsda2wtswCHyLRrKfThbcDIRx8IVCCzPcB50HWyHZValTyXWPKuS6tXnV/pTXR10elZCn5ToTM4luhE44At0W+vZPqtNUyHUjSq4b6ZlkuU6vs1hX88bxmMOS6/Q6eNSfZUEQ9pGC6/NsyDkQuCAFdYUiFRKYuT1yy3Um91ddX55B31bZJ1h5PNiUjxxJjsgpX4t1SH2rj5fnx3zmoX5sh/R3GCe2OYl3Su4byahyIaNdwyYpU9jSxi1gmrCvnF7n7iuEMPc47xBzzKuliDnJZTpJzyXaabkOyxSyV3fQy+MMkcqU63a1P1dvubplr73g2yqxbWE7GXI/0W2oUqeW64Ap113uCDmfJayfOjWwWjojcYpcHckO5RiS3cq8WhfIvMiwzvp7bSnP6wXPw7c/yNGlpPpsdeQ9/NkIuC7ec+qkCEXiOaJ5Pb9rPIq2BAl5F8NTRzAVBOHpZsPabk3Ppenh41V68DBFC0ublLZec0vHu+W+VWbe+i0Q0Nv7qd8TzX60L2ULh8tMuJ8+T16hwgEmR2fzOfpo5GPrMVt3ulAgRD/96v9CyXCi7nSCIAhCc8LHBKz/ea0drsXFRfr8889ZepuamrR+N+T4mDp2zyDUmQKdvj7OOS7qoQqBTr9uXktpPocQtpHeoM8++4xOnTpJfX29dPbsWQoGA1T/pi/HAP3TzuomzqnfuHGDfvazn7FM1t/fz4l+r776qjUup8gcC4997jmdTrNgl8tlKRS29qvbO+xxa3H0OlSyJcLZGXr48CHNz8+zYAe0DFosVj/ewQl3hTyvgydOnqCT1rrV0dFhzXfM1ylBEISnDBHsBEEQmgwliMU4xQ6JL0hJW0u3s/CldyQblbG2Az/2i1a5jiyVLbCkhXohH2lZbb/T65CkpjHvCr/Tu8QosUttynQ6jqawR2GK7zhijQ0uqsP46Avn9F3qIcqxaBfx1pXKIInhamh1wZ/qt77oTy/DnfRbHyTQaXFow5OJNV5uN27POOl1Gi00YswhliHBjZMDkd4TDtaqpgK31Lexkabl1Aant5hpQ/uNmV4EOa6/20vtiShfyEi+xtrus+/Ur8iplKGZFMuGOuUP6znW0b2uM4IgPB2UQhHyRPPk6+3m61X87WXZBkIWmH8OwhSxMAVwj+l3ni9/G+mkNJBbXaUzE200khmjtedO03eX/pG6s0p0wvyvLoQoY6fd6XmQegeGh/N8ATAkO33JuOe3v6Wp7wzRO1M3yPxmNutE6oeW0l6x6jw9/9+oP9nP9Y6fOs/iXGdsjCanTquZex7xAw6+tv92winzZLUBstqs+/vzG5t8OHbLdPa4gGWrrRsTAYqun66YZCM25jz/q8dTzvOM3Q/IiaW525Qt9tAZ67dAaW2ERuPDzlggnY/ov1L62Xe5P4pBmqQFFtf+7LHqB0Q3XSbkutL4LadMGl5xxpe5uULPUXmszL48Cg5Rkl9b5z/UYYL61mypLm8sz3dIiZa/6fsav4blpzHXmwyVl2HWqwR6lV5Xxi3XVeOvrU0rJ9md/oCG7r5N506M0SfUT+kNaxsYfaDuPLcUpc2wtb1cT22ZH/3wXnjk/Ds5YK1T9vB+b2iW1q/Y9V6foJmrERYMpvPzlFi0ZQCrzB+vqu1t7Jxaxiu3E7wcfpP5COF/RA+t8Xzm+5zIuLEY4JMqqDdm17vwYZL+o/WI6ZcfX6Gp1ztUHcmk03ZevgW7nV0LZVFtXcmttOZKizib5hS7t8JqbPiRUvQ+tVO2e9wpf3IhyiIdhL9v2J8n9AN9+OcXPqPczMvW9NN8QB7pSivBDe4DBML/PGaN55UHRPojtJrjVKWq1JIB473OUy3XCYIgtApuOQkymc+4GFlLZqZkFzBuCKPT67q6umiwq4/luqGhQSc9Xd/hNhhSdSDlrVJI6tm2jeZxllrHXfTddPVf0Ai6QxIeZH6AbcGSS6jfDrQ2nc2SVtwxf7K93doGLVAoEmZBPdNdaEi00m1HGzG92V6MDWQ7JPx1d3bRtLVNg7wIzBQ7LAf85QoFiiwvkq+9k0U7U7ID+bXyBW6mXOedVT8S8C7kumrgd9bwsLr1gSnN7bdA1yharjNZsIc7Ya+/zZASeRSinyAIBwAEMJ+nQsR6NuyhSLz8nVnrHIApv81slKW6YipdKZ2BGrIPS1/hfFmusyUkiF/KeSttkevMurbA5SjJDiknHpcohHJx8T7C3fDoToZjac2U7Laj2jSmcOQSjCLx3Z0S1yliC5vYYcXF32XJTnWsWoKdaoeW67Q0qfHZd97fE9WWq5br+DfWHkWJRuS67d47KNyCIZ9HKDkJgzqZEXKdTks0xUZTItGfpbC//va0za9T5VTiHO7cNF7KcJ2fFIpUcZShzvoLyQ7LJxW1yrA+aBA3ZzZ8TjtZ+rPa57fGH23qsEo260yH0zRp9/PalKse+ztFEATBJG99N8wvZGhyZoPuj6boydQ6ra7nKHtAgvScVdfU4wk6FXpg/eMjosUvrO+1GsmzQtOyEkjSpx0vU8Z3sEksozMjND4/vu103zj3Fl09+ZUDbYsgCIJwcHDyHCl57vbt2/SHP/yBk+tKpSLLW0XcKMTeTfP5fU5SHYS7bC7LSXR+n9/alfKS36/OA0AAw+t4DjFKnx/Q+9p8437cd86aPh6P0oOR+3T988/ohz/8gVWOzxbJqiWlH499Kn2NH9LrIDS+9957nBg4ODjI6XV/+Zd/SV1dnfZYF53rFnXa4MbGBgt2GONYNEbt7e3WWKpzMa1041cT82aQGJelpSW6desWnx/B+hQKhZxx43XJW6OfHlUW1rvz58/T0OCQWt94nWp0bDzkNRIXdZt4eUA0tZPp9fLgpnv24ViSIAiC0DAi2AmCIDQRENm0EAX556zxHmQq3HFc34G80eSxauidBpzoNpPIIIqlFtMsaen2OPXvs3wU6lEHZLVs5tvFjhjaiwQ5t9xVr60Qqtrjjd1VRcuM3qDaiYpuke3UdOHgZs0ytFQHzL66l1+j6XWmXIc2QHIz5boHd2Y5vc5M8kN/dWLfmdMdLKsp8a8xSc2sXycdot7R8UVeX5CaZ6LXn70AGRCgzSDByxiZOxtqHIP12+4xdiy1ZAepENIeykQbIR0ur9VOORQEQdC4L2L2xPB9HmXJzruyTv7ODvph/wh9al8cTEiHs6dFmh1I37jlzK+T6yDK9eeCNL26SsOX8jRiCHrgr2Iea77KeSCVdS0maKEzREN30lTanGexDIl0ZKfSIckuTSMVbTbr1FLfmfA6vWentEEHQwoei4GAHx9VlPGXrjL/r/XqF2udu7JOv7G+ttutgh9cj1WdRo9L+79q26iyLj3XO1ad7q0K+sKSoZessbC2SYEsnQhZc6yp9o3eVNNBWIzc/qVTlyk8/sz6+2H/uiMdoswRq8yzdpkYX4iIGCPwXiZmiHZjlCElROq+qH6U5UPd5vZzak3IrJ1z6tL1adCXb9IHTmoKL8Mq640zX9jDIqBJVbluaJKon+hqGAujxAIZQFIbi3ZXVN9eTv2RaKtLV5Xky0miVfsfKXXR/E8GFujalPX8FfhicyzwYR04l72urj1E2XZ3C9/ro1jO/t1mXzefRNxbzJr/fnldOfPwF5X1nl93hrdLG5vW9Bjfdj2UM8b0ZjtxMQeoIdeZOGNj//v1Gn0Ixdcotux3+oE++H61QmfoFwio29Ie8A8Yq9WkGjek1Olr99EutCnuLbcxdrlyZqTXVUEOoguCcFzRkp1Or+vv72O5Dul1A339LLEhhS1g7aubN67R8tthYN78BvvIkNU2Uus0NT/DNyXACdm19bJwDyGqEREqYuzrYv6V5WU+wQvhnBPyElMViX0Yg1pJexp9QQLAjYQAjiegvZDAIQOiLsh1SK9zE7K33ZzkZm+utWQH/PEUS3Z4BJDr4uvL1jLMqCQ8F9XS69724wfB9hfVHQQ6vc6U69zpdYkad6s9Cky5ThCEFscQYZyUs3CeYlkv9XXs/PQt5ncEtTpgGtSnJSQAeUen10E+yuSVXAexTkt1C5vqu3A+W04Y6XYfo7UlOyUrqfICxXJamxbL/Nz3YvVkOO67X4lIu8UWzcy+xrKBmuO65bhPle0q2qqOp5clO+Bupzu5zj3OOkHNvCt/PXSC2eOSnwYztthXJaXu4lDljXZO+Ipcd1eo/rkQLVjOZytlR0rs7NzBoWMsYy3X6fE+2YPUXCWlYV3UUifktdVsZTKjg7V+4zMQ9iPlrrglYRD/TvjV+Zm2KKRTP9eDFLvzhSIMPN0w/v+7E6sVxbuXT0NdtNodsNqDdkO0u5QM8udwMFJUywhiYc6WVg4zSVAQhKYGDvHqapZFtwePUjT2ZI1T6tat7flhpGKjjnsf/A861fMrlaoptByQ6j7t/DItB5MHWs9aZo3+9Oi6kirq0BnrpP/08l9SsMGb7wqCIAjNh96vwuP4+Dg9ePBAXffor3GTO3ufGXLXyZMnOXXu4oWLFI+3USgU5nMBOB4/MTFBN2/e5OPn6+vrLEiZ4QVKHPPwDWFxzB51j48/oaGhE1ZZ8cMehkOBrye0xgBjlN3M0tLyEv3ud7+jjz/+mIWwN998k77xjW9Qb28vy4fVKVEmk6bZ2VkuJ9me5Okxvq2MKc9hHZmbm+NkP6wb+iaF5nkfj6dU1ZfT07a1tdG5c+dYWlTrsZy3FwRBOE6IYCcIgtAkQArTSW+Qo9rj7SwBQWCCRIYL+bVkt28XjFk7k1qum1/x2PUoIGntt1QHeRCCG0CSGkQvny0N7vQC4Qxf5HRwOydmdLwWGiEk6tcCwfKdSzhRbRuclDqPl+/ea6bW7bTvphSJBDktRVaT64BOr0N6G8t1SK8Llhzhbzuqpebpej+9NUOpOXXRoJmct1ce2O1Gv9B2hNKPEhJ/Oqk9kadIdJsCbPTd+vG5UVKhAmWi3ZAPF+f3rdmCIDwFeALqUijIMd6Yn3KzMfJ3qKSSC/l+J12Ohj5Xj5nPWdRarVJWx8KofYfrngpZ7sU//po8V7ppdaTyexri11IJJa1SblWlsEAsO5GbJrpjbZva2lS9Vp2rE9W/41FGsrRMK4tBFtO+bpWF+d6z5b6MoxYpkCiiE+++IJV+p/lz6w+vo+2/C/Q709Mfy/NfwVBY73Pb7On1uAB9ITMnzz132kkB1EkmX7jmN/tBpYw1fqvUa/986bU2p7PBHhbtMI66rBvhaeof7i+3ya57bcZYXkaZSWsUkt7yxeCjxR76eq4sxzl8Nk0TlyJ0ZuQWC3hc5nPlJD6uZ0GN2Vqf2jZnWeKbo5V5JZBjGQBIj0N6xkufO+NTbTmWrPlrwXLd0GT5hbCH5TpEx1z9Uros0q1aL8x9WLMck6vRNF3bUL91rn1i/XvASAAqqt8ASICrVa45P/3K+hvABfWuuxYXs/STPvX02kyl/I75ae1UxbRAT4+LG6/NuDTMSaONhce0Le7xGS33oaL9ug+0tR8/GcDd47cum4r5dbs+s8ZtYLFywgrxr4Zop/G1i1wnCEJLolPqgJleVw39vk6ug1yHE+lIEUVSHDiq70KcoDZvfLO2uuLIdTipv7CwQKupVRbWtKDVCH6rz3n7ImkluvU6KXjRiNqWBOMRPnGbycZZtEta2zBPKLztcSJ9Yl23Gan0G9kMnzyGxGcm12n0MtikgCPZAQh0iY5Oluw0S3PPqHn86jX0u5pOGGCBTZVlpteNZ0o03OB+/n6hxTqqIddpTLmuGdPiGpU3BUFoImokg2kRS4lc5Ahv1YA0hOQtna5GnH9q7dP0xuhE2/ZiGpLyLiUDXJdOktPl6ju4a7nu7mqa5tPltqx4yvupIxklcQGIctwOtGfdaL9VZrWtlDsZLlny0GBEbeMn03knjWwvaOFK95XrtWVC9NUR0IvutD31qH9raMlNUdneauPtiHXhvLNMtcimE8oUJbu+SpkL6PQyLYKd8gQ4vSzZE7bqrCZIVF6cjjac7FYCHfobqJJoh9eXcuSsQ5G49Y+5Qs1+NStbxttTHm/0O1P02NKoLddVEUf1MuoIlGgg5iOENqrEu8rlom9cgHUCy4S68dvNy+usyeVT7htObZUH8DnsDgacttaDP5ubBW7ncDhrp9jhd6Yh1RYOXpwRBKE5yVjfD8srWXo8sUYjY6ucVrdi/TtfOBrB7cFiP73Z6aeQN7v9xEJTUbC2oV8kX6DpcP/2E+8BbEtvjN+khdWFutNBsPifrvyYhruHD7Q9giAIwuGQy+VYhpucnLQT56of99DX4kHounLlCn3zm9+kl19+mRJtSQoG1bGCtTXrd8/ICHV3d3MyG55jPkh5So5C2RDtVIobpocwhuP3HR2dx1aw09f24ZpEyHV/+tOf6MMPP+QxR9raW2+9xWOJsS2x5L51PxLLKZVKcYJdIBCgrq4uHudQ6HjI7lrenJudozt37vDNEndy3SrOswSDQR6Ts8+cZflQEARBOH6IYCcIgtBk6BQ7iFImuAAKYFfRu08XzuidUi3XQZpCGhnEI7ektVd0Mh9AmprG61Obolo7ztVg0dAGbdbsp+AFnLuTVlyodngXLWGnjk/uWzu1elltbKRZrIPkhgQ/pNfpZTb6aHlLGVpoRGIg0tv6u70s1+Fu9zo1sBGqpeahXi31gf1eZ1Buu7VMU13qKju+tP5k3Vkq0J8TjKHXvioCgiHS8ELFLCUW4vu+zgiC8BTgCzh6Nw43+mLVD75CCnuyqb4Xc6GtKW69WSXihHK4dHqOxTAzhQ3z51zTF+3p+d+k5mehzAaSVum6qvMhKfnOXWcA8wcCFMhOUG9JzY/5INrp9kJOA2ettpSuq7LI9tDcfRm6Qzzf2U3V7tL1iredNqAOc3rNWavgs2vkCHFn16qUY5Wh5zfHYiNXDgFz3sO4hMqSHeDkuZtlcbC0Ns/tWlc921JmFBeTz2WI7LRdCHFk36x1aU61Q4976fo8l4LUYUiRIy5BECipcJpFO5Slyli16y233SxTj51eByAYnq0j1vEwueU6fQ4cLh/S0SBwJfSbKboKZ3HZQ9cWtybL2rKwEAAAIABJREFUmFTIZWBzXEl7moT5pipXp+VVn39UPba7Dtgvq0/WVQTWZkplqc96vBoerzm9nqeiH5vj5Tq0NFfRzhrY02hhEP3Y0v5a/bDas6Ud5Oq/OXapOm3SiXYm+fNUDLeTN9xIRwRBEMq45RvzJOFh3L3ejSnZmVR7Del1ceu3lpbrBrv6OL0OglnYlqH0ft9hyXbuVHmdXre8uMQn53GBwIz1t7Fe/r2DND7Iao2IUOiFKR9OT89wulzQvjtsNByhaDDMkmFH9wCFrTYEgo0tR7PN+c01WkmtUHpjgyU+M7kOcpy5nPC8EIqi8xRamGFJzh1+6/OXxXGk1+E3DM/TpGlrjlxHVDe5zvyMNJPEVrBFzO1EVUEQWgedXleWfGp/50DGgvzjSHaO/BWh7mCB5uvv4jGQepy6bBFOyXVKAIOIpOW6kYyfJjNleehJFSmb08NYvEuTI9mREtnQxnCw+oVKaPvljpBVl4/bDtaDRRpe2zLprugOerkd5ria4qIW63LuG/kZqXtadOP+JIO2nKXaizS/4SrjbdYL3HWb9UHiKtj16bvs62UM1DyVy1jJjNv3Xae4AbfEx+IZUXldQ/kbRKd6AyydNbIeNQvu5Qzcy1onMgKs249LOUqv5Xn9BpDW9LrbkS/LoVgXkLiob8ioL9S0VltVlzVmsUSB1rtVOSiz8XYHeP2v9XlX6wI5QqYppT4bzrEIqcW+a1P2DQE81gxeEe0E4bhTKJRozfoum57doPujKXoytU4zc2lrf6850iwn04O0kk1Qb1jucNpK4EbD99vO02j8LD8/SOZSc3TzyS2rnvrbrOGes/TnL/w5eT3Nsz8uCIIg7A4ITZDclnGzN+sR1+HV+nrP5rIsgA0ODdK3v/1t+v6736doNGbtk6l9bN4n6+jgv6GhIT4m/+jRIy4X8pPG5/OyYFcoFiiTUTebg3SWzR7fmwDofVedFvgP//APdPv2bUomk/TDH/6QXnrpJerv7y8ntLnAcYlUapVm5+ZYsDtx8gT19vRRW1uSy2zlG8Dqaz/Rd0h10zPTNDo6yn1WwmGpMuWOtgqIeD+TzlCiLUFnTp+hwcEha2wS9vEcTNu64yMIgiBUIoKdIAhCEwLJDkCamil2sES2nPLy3cnBTsSo7cBdy9fWi1zHozF1q8uDlI6QGAaQpoYkNeDbgVynYcFsXe3Y6AS3RjET3bj+fRzP/aZYyLNUB3hZpf1Wv3O8vCC53bg9Q6N35qouM0iNGG8IjToxEOsQLkREel2joiYOQOg2uFPzwH6LdW7Qt4RV16m+BNedyexseWH9wkUK6vNTZNGwz2r/JlLsrHUBIp/+zAmCIDSEL4CrWp00O397B/m7OynUpyK1kFIGIepEjdlNuc58zZHsakxfqyxTsqs2v7uMvCGqm/M789qS23ZlNvr+dtOzoNdgnfXGYsv8rjJrlV1teWi5jl+/WE7P67efw127fTtMnkuV8pUp1nW/UtnWZ28j6bDNKcMNyvxlyk8eUmVOWH/vJvSFWRmetyYs1q2WCwI6va4e1vtXrbK3k+w0VzszdeQ6+98pJaiZkl3F/Ha91drCQJyz2n41rNq1pU739PY8mK7m9Dt10nQ/OquPTdV+2M9rjee2Y1eL+LP2o9z9ThCEnaMFqWZLuHK3xZTr3O8hvQ53SIVcN3jmBMt18bYk79Nul9p2kGhRDccmkF63vJ6i1MoKPR57zHIdxDhIa7lCYxc4aqFNC1MQvLT0tjBPLBpGIhGKRKcpFAnTAOGk9prVBh9FozVkcAOc4NVtRuIepMClpSVatP4g8GXTmQqhznx0l4Npg2klp1U7oZ7b8kp19O8mpEAPdz5pcK79oZ5ct7FePr6CMWimz041EVUQnla8nqPbBuwLAWufwWN9Y4Z9LKfp9DotYiFBqx5BKqoLn6vIX7gVDcrQMlEtzCS3akCygnz00ew6paxtTWLD2s9bsvZRM9a2rRRQ7XeBVDcIYJgX4pCW7KrR5rfT4YwUPd3mjvb67d+uf+b7umxTJFRHc7bKdSwD+ss3bYNYxdNarw34yU4NVMvmEo939ZQ9Xb8pTun6zToq6jekPqDr5Xmp6IyTKjfSUP/NZezeZqOusLUMOpxkNbUOaWr1zSy/md43l7OWT/GIZbhqp9RBrMO6CYlzfK5AtzOGMMo3iLQFUYuzcR+XgWWgL6bQFyqCsB/T0JZ1l2I7Xz/NzyGWu99XXj8cyY4pOfUhlXGeLwr1W33YpKsDIbo2VqBq6QPHjZL8HhKeQvDJziKlbjVLDx6maFSn1KWa8+LwfNFH91LnRbBrMSYjg3Qj+Tyn2B0kkBw+efgn2tisfz0Ktrl/88pPqSvaeaDtEQRBEA4HiEkbGxu0ubnJsp2StapPC7Ea0+MYNlLn5hfm6Uw8XnGzPfwhhe7kyZP0zjvv0MDAAK2vrzs3TFMCGak6rL/NzCYNDA7QqVOnGjqe3mrofuv91nv37tEHH3zAf5DHkFr37rvv0okTJ8jvN5WB0pZyFhcXaX5unsczmUiyyKhCE1pbHtPyHK6BxLkRiJlTU1PcZ4yZSlX0bnstJcpBet1zzz1HiUQbj81R3MxSEARBOFhEsBMEQWgiCosb5OuMVry2OZehxe4MraXbrX/lKRy2E9yCu4/e1idTUQ6ELdwhBrLWTDG7I1Ftp+g0NchtGvedUw8KnaCnBb9mRu944SS+TqxTKYNFXlYQIbGssG5ouQ7pdVoS033FeJsyIYTGcDioLkT0B3Y85lrwM1PzzKTF/ZTU0Acl7qm+aNn0zA7KQP/0WPIFA+GQNQYelvRYrpxx33NfEAShOhVJL+QlT6lIBW+AfEXrOzCmRBp/Z4czTbCvmyU70IgQBrFrM7D9tKYApudptA73/NXq3SLa0c7K3w27kQqBuy/ueWuVu5M6uB53KpzBs0NEa4nGDsBfjVq/r15OI8iuLu9aZV6zy7yacv0m668yQzXC9vpqylxrrouPbIFMT3e1fRe//2oJYoZk11AZ7s2x0e6Kdun6qm2+tdzm7sdew94aHZudjOdu2qTT62LWZzTWS6VQpMVPYQiCcBSY+0fNSK1kO4CUNQCRzQTCGPZvQSAY4hOb5kl294nQavvA5v63xz6ZbKbUuevTUh0S4HCCH216ND5G84sLNDE5SbOzM7RWJdmnXv9028xp0AZIdgFb/oIENzujhLtAIECb6QxtZDPU3d3Fwpw/FHduqANwkQDar28ohOemXId244IG3KkVZDY3nfS8RoRMXAgRJXWxOifVNRnZjZMUjI5XfQ83NECy8HuZWNXkupTXR4E1D0WijSfQHDZyL1xBgIvUHAktu8aW0652qO1Yd6TE6VtatoHYowS06p92bOOw7YKME/CX5RwneYvIEcGqUSnzqN8IKA+yF+qG/AN5Z9LaTFyzvhNpalnNiGScQolvOmRy7aG1/XoGz/C9mqPXe9WxEpa8arQDElGbLXfp9gyQLTVt0/6dvG/2VbH195CuUz/P2PP57Xbqk+kRn4/H6kq7h8fKHG83A7HK8xDuOjTVBEctVfHt4qztMpYx6oPkp+tspP9aJvRV2ayjjrBXrT/udpgiYb3ym+V9cxnrm+2pfpUoXSin13Eyn7Vej6SQylhiMY3Xb2adkj1hFkQhumKeanKo/j2JsUMyY5tfrU+nyOvIkjsZP3PcA8ZvUfN3q1OnLdS+3htxkhTnrd+EkHTRF7Jv0ElNkmB1UHia6OYHgnAYLCxu0oefztLYkzWanktTPt8akun91bP0SvfHFPA2egsW4ShZCSTpk86XKevd/fUnjTI2P0Zjc2PbTvfamVfp9WdeO/D2CIIgCIeDPuZeNI+R49g8ZDl7X4qTTUt2epi1X7eyvELXP7vO6WuplZT12M5JdhDGgsEgHyePxWL06quv0oULF5xj3UDVU1KSHY6753IUjkRoaGjQKqP5jmfvBxhjvkGetd/78ccf0/vvv0+PHz+mb33rW/Taa6/Rl770JZbrKs8V2WNfKi+Xubk5Fhuz2Zx9A8TjIbub58fwPJFI0DPPPMPJh0g4xJ+5jnJAvNdO7SuRk7wLEa+vr49eeOEFa/2LkxypFwRBOJ6IYCcIwp4Iyp0C9x1IdkxvjO6NrXD6GNLC1tZxF7oghYObzgVke8VMbkMdE3eWtkhT+wFkKchekNsgfGniEXWx0m7kOohe8RjR6Phiw/NowQ9jyv9uCzspes2IvrhPyXVZJ2UQchtEyI8/nuD3qyXImX0N9YRVX63xjkaTThx8wwl2+kI8Ts8r3w0R6yfqNsU6Z/21gCxq/ttNvfdx7/oXL/c6fZu11p2zcxn7Qo3G0euWuaOMJD8NrwtjK1vmEwThaNnMNvnvC6+PvHzAV21H/UkcVBylQL8yoHpXZgnZaf25IAWqbFKD1ldT1nU9lxbGILzVk8fM+bebrhEqUvSonOS2WcNHx3vV2m9Ob85fq4315EB3/e4yuP7qxTrT6r7UmqaRca6Q67BodSKcIVNdpSoiVTVpTNO/zfsoM5Gu+/5281OiVH6/mswV9yrhznwvZUyr33ejp6n1vlk+1ZgfDLrmd7dxu/Ld81erv977jVJL6NPjXy29r5H6d9O+eK+S68IJKmWs3y4tfN4nuE/7MYIg7Jxml+vMR5OlxSVKtrfTg/GHNFTMUjKbVKLdEJLt1b69EsvU8QV9vATHO8yLk839X3MsnBP6LBYoqQ4iHcB+MD/aQh1w5LRshlZSK+pOp1NTLNfNTE07cp1On+O2NCCt6Ta5p8nZbVDlzjivIy0PUl93Zxf19vVRNBimaEIdB0DKnxbueHy0pGfLdfPzCzQ7M8NlrKZWnTajBYVczknRq0ejcp2WBhPFygu9z9n9OihMuW5k8YSTWKfRch3EOgC5TsNtbdJtrR5PfwPLSBCEJgRims+jJJhwWb4ZjGDblVfpdSFTdqq/7dYiEYCYA7mnVhpdNbSMBDJFSEEq1Q1iEZK+5tNKUKJclZ1n9KNgtM+4EGvF46O7q2la2Axyih3Kg4QEka9WH3T7y33fXwLGWDpCvSFDoY3ATH3jBDTv1uQ3k0bairpX83b5m+V2mPJWoM6yNmXKnS7jRjisZXDQmGOoRVGwtFm0ZbS8kusyfppM55WQxhPr9dtPtzMlnhsJd6c8ATtRskTPtJU/r9WSAPfyOXS330wxrDZNxn6O9RS/DJFkp/KDy4mD16bsvh1z0U4QnhbWre+sa9fnKdtin+nx9SFK5dqoK9T4eXzhaMh5g/Rh16u05o8feF2Z3CZde/Ax5Qr1T86EA2H6z1/7X61tarjudIIgCEJroBPCILZBjsNzSGDYvfKRl3x+nzNdvqDS7ZAyhpu8/du//Rtd//w6XbxwkZ5//gUaHj7HchMS63p6eijRlqDenl5+ro+xa9HM41G3KfN49E35lBylduua93zJTjDPdWBccVM9yHG/+c1v6Nq1a3yu4Jvf/Ca9+eabLCRW3sylvO+as/aN8ZbX66PJyUnrb8paBkXq7e2j7p5uKo9X68pk+hwRHpHk92d/9md09uxZlhE///xzTv3D2G3YN3zEOW2InMFQkNdHfb4pEonw/M8//zynKGIc9brWKAcdQiEIgiDsHbmySRCEPZGVOwUeGJCWtCQFIFeBeMRL4Wze+gG/8wPpJdePeaSjQZgyE8mQhqbr3w/ciXym8AVhq7gLSVNf7PZkQt05V7d9p6Df7Vb/MQ4a3qEydiI9fA8ST90Tm7sFfedlYl+A4MSR23fJRz+fzGS3yHU6tU7LZ3pZuRMQL5xO8mOffbc5XFyHgwVm/Y2AdpiSH2RMnXSIumtJcvXkuu3ex3uf35p10vg0WGa4iDJfqGy7p8GDH5AM1+xV+1Rf4kATGwVB2D2hYPP+vqhIs8PBsmiUv4H8HR3k77bv3rUyS8One6jkvUU0py5+zefrnzAM2sUGsYmrscnRUpt+DLqm8/srL7R11+me310G6uYyAuVrire021M5n66zYnqP3Q9jejdBIxBkS7s9uYr33WW45b4tZXuMvlQjgPdzFeVWlNnjOmlrynWD9rq53bnmo3pfi1v1UtKqyV3VJLdaZW4nh+H9uHfra3udv9pzE3Oe/ZLsQLWxrDW+ug3u9mvQpkbbFbtslfNsOb0unOD0Oo/Pj+iixspoQrLZ5k0DEgShOUFy28ryMk1PK0EKyW3tMfVFDKEMJ4jXNpVsp4UywJcYW78F9ElTM91Oo1LrKhPr3Cl1wJTqsmtpWl5PsdwGQW0jnaYZq20QAaenZyrEupwhkW2XCFcNUxBU5fYSJDuk5OHEdluijYYGB7ktuDihw/o9mkwoAVGPDUQ7a9ScfkCugxiIeRaXlmhjXe0gp7NZigQbvwHRTlLrdN8hhl2MZbaZevcgtW48s/WHoluu+9WENY5h2iLXYXmZFyTsZpkJgiBUpbD1u0kn12m6je9gLefUOh5t3lCsmtzTCLWELjPpCzgSknlRP46d43i2FuaM/jnT8+nnLCdsdSTrb19MwUvTaD8awSxXjanHSa7NUllk1BIWRdF2b9X0MqDT5ahYf7zdY+yW+GolpJn16O2Se4waGR9T2Kp14ZauYzflNxNb+1oWGvVyhfTpluuuLVnLO6PXbb/9eohW5q3fRmGcN4jw+qs/Yyhf/z7bj8+h2XZdPthO6kSKHfrWF9UJmFl6lutUSXZXB0JlyU4QhJantztMPZ1hmpjen/P2h0WmEKaHa6dFsGtyStY2549dX6WFUNeh1HfzyU2aW53fdrr/cOXP6Xz3uUNokSAIgnAYYB8HyWmQkXDMGoIS0uY82AfC/XsK5WMO+po23ve2nuO4/fzcPE//6NEYp9ihjK6uLv7r7Oik7u5uFuzwODA4QJ2dnRQKhqzy9Q12rL18+zrAYqlgVXn8jvvq4wcTExP0y1/+km7fvs3j/MYbb9BLL71Eg4ODFccZzH1n3q/lAx3q/ampKZpfmKNoLEInhoaor7dvS9J6q4J+YH1TCX1ZOn36NK87SEHEa2NjY/TgwQO6f/8+zcxMcbodzqvwvMUSr5NIvTt58iSvb1ivdfqfGp7WHyNBEARBIYKdIAhCkwNx7PFMhJ+f4f/HRUz1xaVGgbwFYer+/AqLRpC2kF5XLRFtv4EodYJwgdfOxbjl1AatrRe5DMhezut1kve0hNYeb3dkPMw7SoucYhePqDFVd74PVcyLO+CjZDPxr9H0N5NqAh0w74oP6RBomU33UafWaQlS99WU60yQFgi6uyLOayh/L+NtSn67ERp3A/oHyQ795f5bYzE9X6T2xOqOy+J+pNXFHYIgCPtJMRkjf3sH+Ts7KD+/SLPJXk6x02wn1wEIXm5hzv3+djRSz36XcRR1Hnq5uCa7314A+yVtNTOm4Lbb/u61DD3PTkS5/Wj3XqkmB5rv7QadXhfr3X27BEEQWhRIZfG2Z1heC4bUfjrupLqRTFPaSLNjmcx6L0NlmQy4JTsTtX/uqZDrNFquc6fVQe7TYh3kNIh/aBskQKTAob2p5ZWKdLG9Slp81160NbPJ5S/Y16GhvnhbjBPoINpBrsMFBclkUol22a2iHf4NQRCpe+gD2o+2m1LgQdy3V5+4rzcWkOPM1LmdUk2uM8W6MxN++j+pU0l1hlgHqS5XKB9PQRubXazTKXbmvwVBaBF0gp2RXneiLUTJUoG6QgGWrtr86gKnRm72ZspRGl+d6V1zO2UAneIGGUmDJDr1ZkG1HRej4eI0/BW9Fal1AEIPxB4tLyVLHuoOFrjMUzUuXtP1+1xvN96PRqienFcsbpWwtFioJbtayXu6jPrtNOcry3X6Ect725a7JDun7m3nLNe/3QVw1ZbB/o7/YVDZR3N91ssViYyTGSXXVUt4g2x3caiNbhXscy69MYrEc9SX89OANSIQ4SDRuT+be/scVrZ9u2XFdWC9tSW7jpCuKcJtpTn0x5DsRo3zfDXWY0EQmp+w9VkfPt3WcoIduL1ygV7q/Nz6Cmqt9L2niVuJy/Q4eupQ6lpeX6bPHl6vuLFNNbpiXfQ3X/1rR4QQBEEQWh8tZyENDDIT/hYWFni/3OutlL4gMPG/kTbn8bEMlc/naW5ujlPVtOSEG87FYnFKJNqot7eXBgYGWSI7f+4cnTx1kjo7IeB1WO8nKBwJs8yHXS5d9nEE5zPu3r1Lv/jFL2h+fp5FsB/84Ad04cIFPkdgopYJP2NBDOdQsDyQGoibHa6srFBHRzuPKc47HJdBw/qTyWTos88+43UQ69HQ0BALc+fPn6cXXniBHj16RDdv3qTR0Qc0OTXJY4mxTa2kOGHx7PBZFvMwL5dpjZ/anz8eYyQIgiAoRLATBEFoYiC6zcYDlFhIc+objS05kl04uPM7UGaME4YQjSBxQZjanMuwMHXQcl1vV+UdzlF/psrdxbcDbV9eXq4QzxpN3lNimpoW4iIOGeskvPZ2tK9I8ZiHk84AhDsIcCzd2UIchLvdngrYNFI79F3x9bLg9ln9MsVBt1in+4DlVKuvOvkQaYEmqGc36w2ENi3XzRSzzngfhogJdJqjkvr6uC1PZoLOMgJmUkEt9DhrcfEwRUFBEI4fzkUvMT/5YnHyJjvJ37HEKXa9ayXK2YJdrRS5ajQi0dWafrdyXq00vEbK2KsQuJs6G2E7WXHbOqzfRUix27y7SiEaJBqaVJIdUuwSxgyp3bVv36iXUrdX9kNQO4oymkGAPIg2hO2F7WunUigih+cFQXiqgEjGTE1TdnOTT36mNzZow/qDKAaZLLIYpGA8QtFgmIUyoE8YqwS32vuM+jiJmVYHIKMtLy6xyId6UJ9OrMO/IbYhSU6LdTzP+oZKgrPL9u9D4qgWqXKFAuWs8gs587elSrRDCh3aU21stGjHQzg/w69PT03RxOSkkgNXD2e/vnzBuPot9SAcomH7FYhw96zd+3d3WfbI4gky1UB3Yt3ISJJ+ZdWnE+tAWa4rUMqr1o1EUS76FAThcNDpdZDrBiN+6g5vTXnWaVgHoz6bbC0fQtJ8Fseq7VPIWVuw81nbJHxVQtSBZFflaxOSEvoHwWcwEqP1oL0d41vSN8H+mo1KGPOyiAUcCYv7rRL3kFx2EO3mlDygk/KoyMIUw8t9v5f5Qa9DzUZpi1x3ZyVHtzOlslyXtpeBTl/EOp0p0N2JVU6M90YCdMKaJjnnoVOePJ2N+wgZvEiPgyMZoINalxtbVpD9An4Pr58dgZJalzaIYkmsR/itGDLSJAVBOA5cPNdO7388S4Um2pY2wsTGIK3kEtQZXDrqpghVGI+epC/aXzy0+q6NfEwb2e1vIv1f3vzfKBE6yJMfgiAIwmGDG9xB6ILEdebMGbp06RLduHGD7+Pjs15z32xE3xSvaO97QagLe8PW7lrBubE9RKeV1BItLy/Sw4ej7DYF/AHq6OikwcEBOnv2LL311lv0la98hYaHcSQa+1se8vuO5+XyGLPR0VH66KOP6P333+dxfvnll+mdd97h5EA9jTm9/cwWxHx8c8Pl5SWamZmhzcwmDQ4MUm9fL0uKx0UgK1p9RSrdP/3TP9Ef/vAHPqdy7tw5unz5Ml25coVefPFFevWVV+mtr79F6c0NmpqapPv37tO1j6/Rn/70J5YPMQ3GF5jp9scg4E8QBEEwOJ6/GARBEI4ZjgR0qYMSqxl+Oh9r30VJ5XQ0pHhBNNLC1L2xlQppy52IdhCg/t30A+1ftMcB6PFpRPhS0+CCuw0WFzWJzgiX2dkWtusgTrZbsyeJZzecdDtIcpDsdoqZWFcW64os1XHbbLEOywTSozuxTvfPFOvcywlpbwAyI9LrIGaib6pP5QsEdoIW0tCuiTtLRyKlcd9PJ1mKQ3/arb7oZQTW0tsUQJWpgIIgCPtKLFyRYjc7v0gdVSbbrTDWCHstezfzH0Wdh112hWSHmwIctVRn4m6LnHM+PhgpeMVwO3ljvVSKDpAnEFCnLnx7FzYEQRBaBSWvlVM8NzeznLyWbG+39s/DFI1EKBKNUsD6jsQdQ6Nhtf8bioQp4lX7i5DvAAQ8gEQ6N0h2g0wHtFCHE8osrKXTSl6zHiGyQWgzU+tAzk6mjwRVnfsh13E5rrQyn11uzk60w9joNDtQbWyQasfvrazwXVm1IIg+aPa73bWA2HYxlmHZ7VcTg3TO6sfw8Aq/98vULk9VGEIdZDoi1V9IfIy12N1ynUmzi3XV7u4vqXWC0NqYEhowk97oiMJpKpK+slkayfhpMm2If9XSr/CaTuWrwqQtKMWyqp+NJLYdNrrfj0s5Gl8p0IrHT/PpHF2yNiV3VnZ3LH27etJralwXNoPUFfJRH4t2haYcn1YFy06vy0iu03IdY9yE0ll3dUJORr2HX15PfCWWRLHM+tb0bxT1fjMtK/dnF+swkf3ZldQ6QTg29HSHqaczTNNzB3/ufj9J5droyfqgCHZNyGKok651XrW2eYezrRhfGKeRmdFtp3t+4Dn63qXvHkKLBEEQhMMEYp1OsXv22Wc5je769es0OTVBm5kMJ9vhPfwhsY6FPEJSuM8RmPCa15DxUF6pSCzh4XVs0jDNSmqZMpk0TU1P0aOxR/THP/6RXnvtNbp69SqdOfMM+f3YZ6p2IUFrC2QYj2vXrtHHH3/MiX8vvfQS9xlynB5/EzXeSjr02sea19fXaXJykmZnZ3l6SGS4iV+Qzx3o+Vt3jPQ6hj+sKzjfo5IUiywVQqBDMh3S7E4MDdHpM6c4bfFLX/qS9fw0vfnmm7S8tEzPP/88T6fLUWVjDFt3bARBEIStiGAnCILQ5JiJaxCmUvYFYu124tmOy1suH3yHaKTT6w5TruM6rX5AZlvbRT/QB3d6nRqn+qB/ENC0ZPfgziyldKqeVdapPnVluhbtUI9KtQNKttOiXSazuzuAarEOm2BT+NpOrEPbd7tcdBrebtHt0+tKo+O9V9BfX2cMy1SWAAAgAElEQVQ59RD1niXVn+U2O82vYhnVx5Tr9jomgiAIGk6TiuY5xY5OnaTkfJoS/bM0Md1LPeO3nOkOUiYTDgA7xW4Lyx7rR1hJPTYL7fbKBeFOJLvWJ17jQr1IXN1bUW5/JwjCHqkm6zQrkMgC4VCFSAYgk42Pj1Pc+v0VjcUoFApSMBSiSESJdFouAxDMQKCGOJazE+Eg0gFTpkNiHoQ+CHVAC2m6HW65DuBb2rfPkpqWqUzRToM2dHWrsVlbHa07NpDvdH/cguBBtHs7IL2NWI/DE4P87+8Nze6unJFkhUyny66GlutyVY7pNIu0Zl4kIgjCMQEX2eCqrxqyy4rHx2LMrSVi4eooqJSR8EpepX0tudL13H3Qkh36aItL13ANPW9TVIodyp3Z8NHMIfRjN9xdTTsSFotJET8nnp3ssZbZyv7UUSkuEicXQuRDHQtLBV7uzTo+rYhOrYNsNpnJO3Idp9fVAusvEo8zWsCzJdN5P6XXVqnbvhlBMy6rcvqiQtLrBOH4EY/66fTJeMsJduDOygV6vv0WeT2yf9MsrPtj9FHnVynjq3L+4wAoFAv04f0/Uq5Q/9qCUCBE/+XN/936eXk0v4cFQRCEg8M83jk0NMTJat/85jfpgz+8z+lzEMK0TMfiHI6LVjmE4iFPuSycNfWpspFwp+dFQhlEscWlRZp4MkGjIw9pcnLKqqNAXq+fzpw5bT16KkptRfQ4od84nwFR7JNPPuEUu/7+fk7ugwiGsdkOyGEoa83a98X881ZZOJ+C5L9EW8IR8Gq1o3XOXZd42ft8Xg5XCAQDnN63upriYIT79+/TzZs3qaury1pPBzhp8eLFS3T+/Hl+7cqLV1g4xI0e/f6AXWIJiqIt2AmCIAjHCRHsBEEQmhTIRU+cf6nENbozx/IVi3Z7EIRm7LuyQ5gatcqEuHRQsBRmp6qZ9aAfjw2pbSdgPqDbbqa71WsHZC23ZKfHNdETd8YWIPmtDzLjWPmuejoJbj/Qy09LdcAU60Aj/XKjJcnZeED1ayFOm+iTNWZOn3aIFhn3U/prFFOyQ71Y5kCvw+5lVI9aY73TMRYEQahKLIxjuLTZHaHMai8NxVOUO3nZ2uG6xbIWdrw2cgcvJwt7B8spiosBbcnOSbEjXKitLwRoggsC+u1HLfu1l0Sya2W0WBe7bP/7WaLw6+SN9RD5dpNcLQiCUIk+wdxqaBFq+sk4y3ZgYb78PuQyoBPc+DlufGABwQxAMgMQzUwg0AFIZxotnwFTpNOyn9kmjKeW3rScpSW1/Za1sPzMMlG3OTZAyYjktLH/xElneoyP7o/+tykIHlS73aCuuxR2xlOn2YH/w7j/0nzkFHWnH9csp+L9kwvO645At+DZsrwU5WUHmkWq2w73eiYIApG3lS689ZZ08JVDKhqhxIY6PsxJbyXs15UT09aDRYpla3/m9/v9qjLSmseQjerA0p3xGwPz2NsVlYKHIyKqr5F4+bT0Yfav2ntaSGLpze43lguOeX8V5zPmCpSO5B2xarf147lOx8N4oJ5bBS9d9pVoxdpuD4ezVlsqxwYc1fi04vv4N9DpgGqZIrWu/NunqlyHC+Dw+dTrr063K1nrb4cpqvmtMovW57RA3ZFs1XXiIPtX63086j4DiKJYl53vFwiDZmJfwe6n0+/WpFTlphOC8DRw6VySPvrTXMvt149vDNFqro2SwdRRN0WwyHqD9GnHl2kx2Hlodd6auE0zK/VvqANh4u0L36IvDV05pFYJgiAIhw0fS8/nOUEOyWh/+7d/S+FIiH7xizTdv3efX4fU5fP7WLbDbhoLc8bvf/N3kJa6VCJd+TWI2t6g107F81I6naHf/vZ36sZz1n7ST3/6UwoZ5wlaRw6rxBxPJAJ+8MEH9Pnnn1M2m6VXX32VJUakrLG86PM5kpwew3K/S46sB8nsixtfWI8r1N3VRRcvXaRYPFZlnnI55nvNLtup9mGd8akbEwYD/DwSCVtj5LfWtQIVCkWr/4u0sDBnjecX1nRhTgGEbPeDH/yAfvKTn7CoqaVEr0f0C0EQhOOKfMMLgiC0AFoGW15bofaFDU5dgyC0GyAVmUAwGn20fKCylJa+FueVJIU+9Fp9QFt2049aElqjfXBLdnpcuWydaHeH6Lb1APGuGlrE2wnV+mouj1pi3W6WjU4+nLXXF8bq00SN/tTDnVp32EKaKZve0y/eUQ/1lpGbamONdV/XIQiCsBs8gQCVOtvUvc2iUfKunyT/8hLNxj24FodGiz10tmeOVuYTlAzMUj6fkzS7FqCmZDdkpKHYaStHAtoxbT/vt1cona4ntC6mXJc/T8VwO3nDyphs5hMSgiC0Bq12ER7QAltBp8xl1A1T0kZCR2p5hfzWNjvg8zlCFdDiHdDyHcQ7Lc+ZmOIZ0OLZxvoG5Y0bJCymyhcERuwLq51v5wMW1Kotv1yh4IwN3sX46LFB+x4+uE/hUIi3IebYAFPEO8h2V0PXiccbGY8j2pnUk+uqvQ+xDuXlCuV9+4V05YX0iWL5AnMR1QSh9SmWGhC/mhgt10HgOdEW4vS0QY9KNSuzXR/37/3btowEMecuxLq93iBoNUPXOFa0LCgx1td90ll2h9c/Nyuecpu09MZ9n1ili0Nt9BHOH1jL5VlrS1+5THZXv3t8vYU8JXy63Gpjs7Py5X2VBOlepuDamHHcv+D6PWVKZvo9PBbSdG3KKiusRF79OcURoa2f0/1p/+7f33qsQH+/MG7JDiBRs0VTGoBHfscJTykDvVHqaA/S4lJrpVQuZdut7+V+EeyagKLHS7cTl+lJ9MSh1ZnOWtvUBx9ve0yqK95Ff/vqT1m0EwRBEI4fWuCC5IVj1RDcBgcHWVgaHBxgOWxkZISmJqcotZpythtea9uFefRfyby5T6lctvscqv43HjEfBDOkk73//vuc6nbx4kVOJCsVS6pMa/J6KW3NCPfNGh8IiFNTU/TrX/+aU+wwrt/5znf4UcuH5vhsleTK47e2tkZjY2PWuBSs8emkM6fPUCwa4/fNFEJ3Wa1yDttsL9YJJNmV7P9wnBFjWSopoVOlInpZWMS4Tk5OUiqVcsa0mnQoCIIgHC9EsBMEYU8E5U6BB46W0zSQ1CAFdXbHqD0ecKSnamz3vipvfUsdB4Eptek+nD3TTvfGVmrOU6/9KAdjsJP2a4lKJ9kVugJE87o89ajHVtdfq326bXishft9d190GdWENd0+38LOLmZwJx+ibLNPZPSn0fXH3b7DWF8AlpMpvul6P7SXvdP+bZaRG90flHFYfREEYWdsZlvo94UvwKf8WLLbTJMvFqdYPkyZ7k6ane6lYF+JRmeIznbPEc0ddWOFRghaCxQSJCQ7PPdjudmSHd1tc6Q7otXqBTjv12Bf3m+j0MW2smjXb7wfN04ArLXQZ+lpxZ1ct/kGUbjTer1XpdfFeqkUihybSwuCQTkMJQiHCSQiCGqtLhPpdDXIZDhtGTFSQ/yB6vvkWpKDaKcFOrdIV2seoCUwM5Mn4kor0d/Nh5X+Vo3djI2mMtntcHGfgNbJc27RrhH0vECv8wBCXcrrqxDr9DSCIAhHSqZA15aIrnao38aOvJPO0+Q2sx4KWq5rJL3OjRZ5IPVwOX4jBUzRFH2kcuqXbh/kOvQZj1g26vVQjfl3hq7j/mqex4W3VHFq0rFpVbYu02tL+VoT18Zn/8JzpLTy51TTzMtpT30XBKGpiccDdHoo3nKCXbHkpbup8/Rs8t72EwsHRok89DD2DN1NXODnh1NniT4e+YTWN+sfi4HQ8D9/+Sc0lBg6lHYJgiAIh4+W4PSxYHz3h8NhevGFF2mgv5/6+/rp+ufX6e7du/TkyRNOUltfW7d2n3OcwFYoFpQMVyo6oh5pLbuO4KSm9VAwFKTFxUW6c+cO/fGPH1JnRwd1dnZav1OKfPCf29VCh4z52HpJjePyyjI9fPiQPvroIxbEhoeH6bXXXmOBcDsBzhTsNjc3aWlpiQU7JAkODAzQyZOnKBqN2vNvLUMf48e8WE74N5arktOa98w2C3b+cqofpySWyBbsSk7iHwQ7j6fAzzEe3d3dLNg1c98EQRCE/UOubBIEYU9k5aKUA8WUi8ZcCVtjLXSVvu7Hlj7c2VsfdjsGzrguooz9K3ffWdz+PqXVQP8w1mY/mqZPO8Bc/93r0H70pxXHRBCeFkLBFvp94fVRyWO11x+iUiROnp48FYaHyL86RYF+w3qaK3/naIFLaE7MZYPnWVwUOOkStt3/dnPA72/O5Tgh0UnVY8nObjikungLfYaEMkius+U66jpvPbfT67YRJFqJbFYu8hOEw6YRmaja3UebBVOYMmUyN2g7hLGtSW1laQ6ynfnvRuom4ztYS2weoy1HSaNjA45SpjNxr2N6uWnuUp2bDNShVv9ErhMEoWmAtGOmZ1WR7JoBlsyAluvM5CvfDi4gsufTfWyW/tWiQkbivh/Mcimm0s7YtsrYtDRuSdT8HLrXZ/dn1Oba1CYn2TXbZ3Vb9voZFgSh6fBaH+GLw0n6042Fo27KjhlbP0lr+RjF/XLT06NiNtxL19uvUN5zeJcIzqXm6eaTW9tOd6H3Av34+R8dQosEQRCEo8Kdmoa/QgHiElFvbw9997vfpa997Ws0MzvDSXZ/+vRPdPv2bZqYmKDp6WmWyCBwZbObVCwWKBgMsgQG2YkTxXhXrpoAptK7PV4klnkolVpmwe7LL32Zzl+4sEX8axUgGwKvz0uPHz+mmzdv0r179+jKlSuc0HfB6psjjxWKPF21Puq0NowDpEbIjZD1BgcG6dSpU3TixEnbX1SCnXnTPL0cAcQ8pLtBUMO88bZ4E4+pWt4Bf4BFOu4H5E1vqXJ98OCm4FnyeX3U09NDf/EXf0Fvvvmmk2AnCIIgHH/kG18QBEEQBEEQBGEPVBwUtv6KyRj5OzrI391Znibssd67RTS1s2RSQahGB7ku6ofLGTYzdoSWoIYIWQy3kxdyXayXyNd+yI0SBOE4o2Us0EqikW6rWyZzv48ToNl0ZQKa+TtNy3XVZKxG5MJqUt1Rj2O9sanVtmYRKc31EaC9evm5T8BXa3OtaY56mQiCINTETMZCwhskuylbfikF6Opg7e+vVDRCiY30gb1/bdL6Tva4jlfsVczRkh36eMT9q/U+y1PuNlvLRr9+dSC0L/VvGd+MMTYEYaL9SPp/HN9nWbKaXKapty673zPmdz6rVF4vdtO+g36/Yp2u1n9BEFqa0yfbKB4L0Np6a51jWMx00ky6l+JtD4+6KU8lq4EEfdL5MmV8u7uhzW7IF/L00YOPKFeov66GA2H66Vf/itpCbYfUMkEQBOEocN/gjxPEOOWsxAIX5LdkMsniXCKRoBNDJ+j1N17nFLu5uTmam5+jxYVFmpmdtv49y0LX/Pw8ra6ucnqa3x9kEapaveYfpp2cnGRhL5vNUjAQtJPKmlUGq445nvfv3+c/yG3PPvssXb58mcdWp7FBLqzVv2JRJdiBmZkZFhqXl1bohedfoL6+fk7/0+V4q4wvlsOjR4/oX/7lX1iMRD3vfO8d+vLLX6YzZ85UtLU58DiPerlrUVCn2jkCaL5AxUKBnrv8HH3/+99nebGjo4PHw1ynBEEQhOOLCHaCIAiCIAiCIAj7hCfmJ18sTv72DgoPnyXnEu+VyrQUSbETdkNUXzTfY58MR3odgFzXbqxQa5UXrAstRLyXvLGeo26FIAhCU1JPnDJlLZ3i5v6plc5kaDvMdDrU1yqyVr12uuW0ZhAt3XJdeqPyNEUkmt/R+62ynARBEBwgviAtC0JP0forpenaaL0Ztkt82ev7Bh7rO9W7ywMW7gSwtP6+zh9x/7Z5H32279zObbb/fW1Ut3+fxxd1GXXevTG/x/Ll/S3werzNbPUw1+V05e+O8npRp/6jel+vV5JWJwjHkljUT6eG4nTr3tJRN2VH5Ep+up86R8Mi2B06WW+QPun4Mi0HDvcmbg/nHtGjubFtp3v1zCv0xjOvH0KLBEEQhKMml8vR+vo6raysUCaTsRPWyoIXRDA8hcDUlmij3r5e6urqoo31DU5Xg1A3MzNN0zNTND09w2lrT56MszC3srJKm5lNTmrT6W5b5CeElhcLXH86nW5tUcqjximXzdGDBw9ofHyc2traWLA7d+5c5aR1+lYW9YjHE+VkrHHs7x+ggYEBe6oSmel1AHVvbGyw2PerX/2qQrALhUKcYHf69Om6dev1YWpqitPvkGjY3d3Nf52dnRUy5n5h9gFJdBARTbiuklpP8Bwpfq+99hq98847/DwcDnPfvXIuQhAE4alABDtBEARBEARBEIQ94hyQC0WIYmHynjrJO1uQ7NbmF53p/P4A5fOtdYdZoTpB943ND1iYdMt1oYu4q+uqSq/Tcl3iYNsgHBCxy0TxZ4ny57ek15Ws7xTOJjyAEwmCIAjHCQhW7hQ3LdrthGopdccNPVZHKaWZywtAmNMSnVueM1/DNCLXCYJwLNDyTqF8MVnF64eNKeNAzilUeX0vHFW/GgF9LLluUqP/vV/tdo/vQdQhlNHLtED7sw630jLyyQ2XBOE447e+0y4OJ1tOsAMP1p6hzWKQQt7sUTflqaFEHrrefoWmIoM7mq9obUORQLe8sUKr6VV+7vf6qC2SoI54OycEeT2198PT2TR99OBa1SR6k45oB/3tq39jlS2XLQqCIBx3sE2ATAUZ7Pr16yxzBfg4PNLCbNHNq/bdioUiJZIJGh4eprfeeosSiST/DQ0NWe++yNMXUd7aOt27f5d+8f/9gn7969/QyOgohf1ha/etwBKU3+dXCWU45lIqp9kV7X1xPIeQp9vXSudf0VYIahAPIbZBPoQAduHCBTpx4gRPoyWwettjSGYgny/QqDV+j8Yekc/voWeeOcPlqaQ3neoG6Uw9R/ofxMbf/va39Pd///d2GXke908//ZSX3Xe+8x2nfp0Up9sOkD6I9eFnP/sZffHFF7x+vP322/Stb32Lvv71r7Nwx8toHxMG0QfVBuK0RKyDZhpgyd73Rz8ikQj94Ac/oHfeeZfOnz/vjFUrJh4KgiAIu0P2VAVBEARBEARBEPYRTzTKKXZkS3a9/W1Eay8QLvEuzX161M0TjhtIr0u00MVegiJuX4QAuc6A0+tivVSKqjsDenCCyXf8ZQ9BEIT9QItWbtFuL2UdVw6zf7VO4leT7Nzvg0amEQRBaDkg/VSTdraTgXTq3UGz2zr0fO6+NdKvvdR7UDTrWO90PdjN+B6HOvay/MzPaLOtl4IgPNWcP5uggN9LuXxrCbWLmQ6aSffRqdj4UTflqeF+23kaiQ9To2cOcoU8jcyM0P2p+zS5NEnZKjeKDPqDdKJziC4NXaJnes5sSXDB/v8Xj2/Q4trilnlNPNZ/f/7CD+l897m60wmCIAjHAwhJSK17+PAhS1k3btxggalYLFChmFcilS1vIz0skUjQV7/6Vfryl79MgUCQgtafFwKex5a0rP8C1jbpwvmL5PuRj2Zn52hufp6T6VCWluuK9nFlLdJpYQvJZVqU2k4Ib1aQIPf48WNOgEMfkFyH9DekrJlsJ4PhxtCp1Cqn10HY6+3tpRMnT1B3T7erjPJ4YVw/+OAD+vDDD3nMX331VZbVHj16xPId5Dl30pteFigDQuAf/vAH+vnPf87rwsLCAr+ONDxMB0mwr6+PotHoAchsanljHcBNA7hNXo+ToLiZ3aSTJ07S1atX6Rvf+AbLgiLUCYIgPJ2IYCcIgiAIgiAIgrBPsAwTw25WJ/mQZLeyThunL9La9MfUgQl6wtZOWJhoLkPZXaSqCM0B0uuQRujAy/Xw4PS6ocnK9Dqh9dByHdLr+LHXecuzmeZHLF0cti96A+om/FQ+CSQIgrATjvv3hnkyvJqY5Za53DRDqtthctQXD+j6a413veXpb/GLHwRB2B+8Ht9RN2FvFK3tstkFt5CGC8vcqWqgUdGn1vyNlo/2effwPYvy9fzVREJ3/TsVmHbbv0brL1ZJtduP+t3jWysZbbvy/b699W+78qvNs938u5HQas2zH+v/XtZfs75G1t9meh9txvrVsE7RepTq/KYXhKeBeDRAp0/E6cGj1FE3ZUdkiiF6sPqMCHaHxFRkgK53fMnaJDR2jOPOxB1OnVtJ11+vsvksjc4+5L+ueBe9euEVFu30MaeFtUW6Pvb5tvWd7X6GfvKl/9hQ2wRBEITjAcSpzc1NmpiYoDt37lA8HqdCIc+SnU6XAxDsIIlBwLt//z5dvOij7q4u1/HgEgtRoVCIOjs7KRqLslSH9yHqOalknOdaTijD69FIlELBEAtWrXx8GYIdpLilpSWW2yCCJZPJLfL7dkB8nJ2d4VTBTDrDyXWDA4MsOarxqUyeQ72Q+iDXIYEOItwbb7zB76EtKA/SHRLtkPpmtken3yGx7te//jX967/+K7W3t9PAwAAv83v37tG1a9foypUr9Prrr1MsGtv3dMGS3Q5/wM/t00ImVhOk5qE9L155kb7/g+/T5cvP8fplrifH/TybIAiCUEYEO0EQBEEQBEEQhH2kFIqQhyDHRKmQjJG/vYNT7Camewn6TGn8FgtZ0TmiDZHsWhKW63rCW15n8e2ggVhHq+p5+HhfNPVUoOW6/Hl+KK7PkTecIIqplz2bagnrEDuP9aTU4IURgiAIJq18srgRqvXPLW9tJ889LXIdOOr1wV2/+8T0dsvzqNsvCMLRUywVjroJe8Mt/2wRh/StNmx2nHbnmn+n7+9VTjLnr9pOo/6dpt255z+I972HUT7V6WuN+fVYabmqkfmrjm+d9jW0rm2zfjayDOvOU6V9O6pjH38nbLf+1qz/CN/fD7mwifE8Rb/ZBaEafr+HLgwnW06wA3dT5+mtvvetr9YW/x3X5Kz6E/THrlco59n+csBcIUf/fut3dG/ynvX7emcC88LaAv3zZ/9ML56+Qq+cu8pCwyejn1Aml6k7n9/no7/66n+irmjXjuoTBEEQWhsIVIODg9TV1cVyHQQuyHXVBDtIWJC4/u3f/o3CoTAl2trIhxvNUFn4gsA1PTNNv//972l0dJTFLySSQeTTUhYn2XmVmIfpIe2hfiSjacHOrLtVQLshsWGMILShP2fOnOExLhVLCJtrsE8eWltbp0djj2hycpLLvXTxEqfYRVBWxbE3jJOXZmZmeMw/+eQTbgOSBr/33e/x67/85S8pl8uxSJndzPJvA50UiPHGe2tra5xU995771EqlaIf//jHnFQIWfLv/u7vOJXvN7/5DV26dIn6evtUEp7Pu2/LiBP4rN88wWCQAsEAl4vnWOfw98pzr9B3vv0deud775De74aIJwiCIDx9yLe/IAh7Iih3ChQEQRAEYZ/ZzLbu74uCN0CloJ9vRA/Jztfb7aTYBaZXadZ6/cRkhDYLn7CgFZxSgl32eF/7cvww5DpHqtPiG1LlpuvMux/vg3BrHewXbOL2hWA6vQ6EX+eHYridvJllokxK/dminZbskJCZLyLtpwjT7vDbvg8Eg3IYShCOku1S3ARBaA5EIBQEQRAEQRAEoRaXzrXTP//6CRVbbL9hIdNJM+keGozWO/gt7IWsN0h/6H6NNnzR7afN5+hX1/+FxubGOOFnNxSKRfrs0WeUyabpZNdJGp0Z3XaeV8+8Sm+dfXNX9QmCIAitCwQqJJUhZQ2Ja0gLg1xXKhUrJDcIVRDllhaXOOHs0cNHdOLECYrFY+Rj0UodO93MbNLc/Byn3E08meT5OOUO27RS9Ru6Ib3uwoULlGxP8mtoA8SvVhPsAITB9fV1fsTYQlpEXyCPeYteluxA/b6VaGVlhRMFIbt1dHRwehyWEX5mQnbEstBlQECDAIf0OaTVYbl8+9vfpoHBAV4WGE9HWvR6nNRBvA7Rbnp6mpPvPv30UxYDv/KVr9C3vvUteu6557gvKA8pdiMjI1x+Npdl+W1fl4/9+xljpSXL1dVVSiQTdO7cOfrRj37E0iCkOpxKq7YeteL6IgiCIOwcubJJEIQ9kZU7BQqCIAiCsM+Egq37+4LvwlUqUiEUJV8gwMcuc7MqxS58YZineWL99a5cVkl2QssRDQSc55VyHSn5DeLbmW0K2ev7oN0+6Z1oYFqhOUF6Xf48i3Uafr4+x8+db0JDsvPz6hegViWbzR91EwThqedpSmkThFakkTRGQRCeQnSKFlK8Gkp4ayHQH51Odtz6tt/sZj3Y6fgeRh3mPAdZhyAIwjGlIxmkgf4oTUytH3VTdkS6EKaH62dEsDsgkDHzYeJFmg9tnwyHC+bfv/v+nuQ6DfZh707eo5GZUcoX66cTxkMx+ptX/poigcie6hQEQXgaKRn/mUlurQJEKSSj9ff3U3t7OwtUHnhgtqykxTgksEFgymxmWLSamJigWDRG0ViU/H5b9oJgt5ml9Y11FsQggfl8fr5Og0eoIpnOY5UJac9PnZ1d9KUvvURdXd3O+60qS+lUPn0sWfeDE9qs/7wlryO4VZPE1GORl8PNmzc5jQ4Jg5cvX6a2tsqLDzA/ZMjZ2VmW8T7++GOW0yArvvLKKyzkQaJDe3RaHV8zY0t2kB8h1D148IDT6x49emQti056++236cUXX6TTp0/TwsICDQ0N0cOHD+nJkyc0Pz/PbYI82MhYQP5DHfjDv1E/1jn9B2FOddtjveezXgvxNLlcnoKBoNWGM/Stb36Lvva11/l5yZY0j2T9aM1VUhAE4dghgp0gCIIgCIIgCMI+UvJ4yYtju94QUShCvlicvMlO8ncskb+7U020MssPfr8tyuRzkmLX6mi5rv0QF6TIda1FvMrF8fFe8sZ6nH8WbblOEAThMJG0LOGoeVrXQfMEvTkGSJoUqU4QhKocV7HouPbroNjpeO1mfI9LHYIgCMcQn/V9eHE42XKCXYk8dGf5PH2t54+41P2om3OsKFrD+Xjr0HEAACAASURBVH8vbtJ/n/ycvnIuSKe6T5HXU3uf8sH0CN16cnvPcl25/iJl89ltp/vhCz+kS70X96VOQRCEVmC/5BwcN6z25/G0xvYUbYXgBKlqeHiYhSqIc6FwkCKR8NZ+eT3k9/k56a5YKLJEB+HK6/OS16ukOWznMLwQ53x+lUaGeXxFHwtdnOTm9bEolc/nKByO0MmTp+iNN95kyQ/LBm1qVXT78ajT7DBWWqqrdrzdlPBU2lyBFhbm6YvPv+AyIEBi+cRiUR5br6ecQof3b9y4wXLd6Ogovf766/TSSy/RhfMXOGkOYhumQZu00AaBzWsf44ZAd/36dfrlL3/J/37++efpxz/+MS8LLOe2tjZOOIxGoyxWzszMcKoeZEwTt1CoX8M6MjU1xetVLoflHeb1DX1CMl8ikbAFOy8F/EGWNr0eP2XSm3Tq5Gl6842v009/+jfU1dXJ6xTWIa9vq2B3GMKdKfaVRVDuaN3lKgiCIOwvrfsr4f9n706gI7nv+8B/6+r7xDWYATCYA5iLHB5DjniaFMXD0lJyvJYPZWX5kJysn7OON3lOnjebvfLyHDuHrX3OsyM/rVexs96s1+vnjSIfWps6KMqixEsSOZzhHORwZjAzwOC++6qt37+quguNbgCNq9HA9zNsdqOP6uqq7kKjqr71JSIiIiIiagXxCErpOCL9boPdgnOyZk4jD9mo7LbYmSNALp9v3jjSmslKeBMRdXnxwnSlxU4OvHuo6s6NBuCm1ng/Butaj4Tr4qcCP58EIo+pxjo9UpmhS3Z7kOvjXYCRgR3mUX2JiIj2AgnX+ecM2RERERERUS0nBzP4yks3W+5gJTcX9mFsMYv28FizR2XXkHfAN2by+L0785gvzeEv3vgyju47jPsPn0F7om3ZTtdzi3N45cqrKniwnXoy+/Hj930chmZs6/MSEVHz+YEvCcFJKGtkZES1mU1NTWJhfkEFsiRUJwE6uY8KdTn/JDAmJKQlgSlFc4enQfOayjT3cslGwS4sCerlCnkVJJPAlQTCnn32WXR2dqpWtFYOJcm4SyBtYGBAhcckWPbNb35Ttc/19vWqwFrw9VUH64RM56Ghm6pNTkJpEm6T4GN7e7uaH4FnUwG6ifFxFa57++23EY/H8fDDD+O+++5T4cbcbA5zc3MqZCfjE41Gy+E/v73uq1/9Kl588UVMT0/jgx/8oJoffX196rn8cZIwnQxb5peE6yQ06I+3/zr81yKPkdDeO++8g9dee02dy3SQoJ3cJu8ZGQ95XRIavOuuu9T4SuBOxu348RN46qmn1LR68MEH8cgjj6hAnmWF3OfRW7fdkIiINgcDdkRERERERBtUvYKtvKLPsoBYDEZXB2TVoB+yg5kHbgQe0BlBbASYY8hux5OmQXNkQc0zoUJ2OAD0DAELG9yhgcG53U+CdaIw6Ibr2o+6Ibpaqq6X5UlRt9yjMm7xaBIREREREREREdHOtH9fDNl0CGMTi80elYYsFCO4MtPPgN0murBQwL+5PYf5krttIl/M4/zQO7g2egOnD96NU70nEQ/Hy/d/d/hdjM1s7/SX7WeffPCT2Jfct63PS0REO4vsP3H48GEVZpJA1BtvvI7rN65hYXFBhZ5U65lqptNUgtxt6dOWNKH5ATsJ1JU3lnrnEuaS2+RcQlqabiCZSOLAgQMq1CWhsEQiURlWi5LXKAG748ePq1DcrVu3VPhNWuFkGsrrlSY4P2gnzXJ+451q+vPCb7dvD+P69esYH59QwcdDhw6pgFulPU2mk4aJiQm8+eZbeP3111WoTQJrZ86cUQE/GZfFxUXMz8+rkwTYJAwp01iGMzMzg2vXrqlw3fnz51UA79FHH1WhtnQ6rcbNn8/ys8wfuU6CeBLa819vkDyPjMd3vvMdFSz81re+heHh4XJznZBhyEme89y5cyrQKdNMXp8E+Q4ePKhCftKgd/LkSfT09KjHqufSoEKbRES0tzFgR0REREREtJXaktDjJrRYDPbIGMzJMeAqYPV4LXbXzjV7DKlBqsVuxPvBC9qVTWhAxq6E5RJrXEk/s71HjKVtFmyvk3BdxzFnudCpQnR2bL+6Wlucd36uepzXXpc3wwzWEdGm85uyfGzLIiIiIiIiItr5dA04MZDBN1+53exRaUjJ1nFhchBn219v9qjsCrfzJfybW/MYzi/ftjC7OIuXL30bV25fwZnD9+NQ1yHI7uKXnJ+32+me0/jBE89xZ3Uioj3KD2xJI50E3u6991780i/9Er7whf8dX/zP/wlXr15FOBR2g1mGjpAVKjfZCb95TfPa6tyBVkJQqnEMbhBPQlW5XA4zszNIJlMqDPbJT35Shakk3LcbSLhQpuOJEydUMO7y5ct4+eWX8fu///squChhQmmHkzCbhOwkrCbTRoJlfoOfTNPh4dsqnLe4mHOmzSE1fXTddG5zG+Xksrhx/Qa+9KU/UyE7Gd6TTz6pnlsa32S+SEOdhOHkJI105aCa4/bt2/jGN76hxk9a6R544AH1eGnb88m4SehPAnYSgKsO2JVKlSZDuSxhuldffRWf+9zn1LmE+CQceM8996jhyuuT9jt5bW+++aYK18k0ktslSCfjLc8l78PTp0+7w9b0cvOhYHsdERExYEdERERERLRVDEut2lWr4sLuAdTMoTbM9R9HDBdUi53Wd8oN2UlQa4gNdq1AWuxQcOeVBO3kOMHhHud/t5xTt+2G7OAfTY3BuT3PD1lKe10wXBdJqQCdFokBxbx6x2jyZipOqOtFOVzH0AsRbTEJ10ngzvSOLCqqjwxKRES0U+ia0exRICKiJrBLXM9G5DsxmMa3XhtGqdRaf7tfnT2I2UIMcXOu2aPS0mac+f7bIwt4c75Q9z5q5/mpEfx/3/9r9Hf24/j+4xiZGql7/61g6ib+60d+DjEruq3PS0REO4sKwRnudgcJYPX29uLHfvzHcPzEMdVE9u6VdzF0c0i1pUlgy3b+GboBwzQqoboS1PXVFvOLKnQmoTw17L5e9PX24cyZB3Dffffj9N2n0dXZVR6PVudvt5HX+/TTT6ttyHL5zp07+NrXvqZCZalUSrXYSdhMAmgyXaS17VOf+lQ5VCZhtZJdghTV5fJ5FUy0nZ/9QJtMqnffexff+tbf4CtfeUE1xN133314/vnnsX///nLgTYJwEmiTsJ000ElIzg3wDePb3/42/viP/xjj4+MqlPfxj39chdxkfN3ncMORci7hPAnwyWPlueQk/G3kMnwJEH71q1/FF7/4RRWckwa/D3zgA6qdUAKCEiL0W/uk6U4a+m7cuKHeV2fPnkVHR0d5Oqp2RC9YJ9MBRZSb94iIiBiwIyIiIiIi2iK21zilycrAfB5a3EQpHYeZyWJqvAupJx8DLk2Vm+xizv2kHS3XWtvEybH4QhLhD027ITtZud/t3XBrDQ+OBFbUZgIzP7X8rtQigs2F0l7nheuQ6KqE6+JdSx6ilhPwQnZww3UipJVQ9HYgZtCOiDaL315X9DZSyjFJDWc5RERE1ApK3tG0iYhob9G4XoSo7FBfEvGoienZ1jpo30IxjCvTh3A6e67Zo9KyCjbwf44u4K8mF9d0/2KpqJrs3ht5r7zT/HZ59uQzuK/n3m19TiIi2pkkuCRhJr+tTNrX+np70X+wH+fPn8eVd6/g5s2bmJycVCcJZUnYrpAvlLeP1jooYDaTVW1tcpIAVU9vD44NHnOGfwaHDh1WoS8JUu0afomfMz2PHz/uBsKcyfLa66/hypUrKmgnzXFCpvXi4mK5zU6mp08a/iSQFgmHVQhNAmt33XWXmjcynSWU9tI3voGvv/h1NVwJK0pITUJ2fohOnlva5uQkATgJ9slJvm9I0O+ll17Ca6+9psJ98lhpEpQGOf+9EGy31esc/NF/DnlvSLjuy1/+sgruSaDuB37gB/DRj35UjVN7e/uyx0q4cHR0VL2XJIyXTCaXT05vXIiIiIIYsCOiDQnxSIFERES0yRZzrf/9YsnKP8PdWd3vNDPiCeBgHyLO5al3gdQAMDzThS51+zngZl4F7ebyrbVhfK8phyALeecP64i6KCE7aSQMxa45Pw3VfqAE75aF7uzKbRPeimQJ2k2BIbtWUx2sW3Kb8ynveaASrDMyKkSn5rgsJ4r5csjOJz8X9aWBl1Y+cl4oxNVQRDsVw3VE248b7omIiIiIaL1MQ8PgkTRe+/6dZo9KQ4q2gfPTxxiwWyf5K/KFiQL+41gejW5J2+5wXTwcx9995Od2V6iBiGgHcVct2jt+u2Fw/IKXQ1YI3d370dXVhSeffBIzszO4dfOWarI7d+4cXnjhBRX6knCUZVjq91it9an33HMPHnnkEdx7770qyCUhOwmAGYbpPN/u+x3kt7/JtJDQ3KmTp3D82HFcvHgR594+p4Jtt27dUqE0CddJM9yBAwdUCK27u7scKJPA2dEjR1Ug7o3X30A4FEZfXx8eeOBBFIsFvPLqK/ijP/oj1TAozYFPOPPoqaeeUgE5aZeTQJ2QIJ6cpDVOgnwS2pPb/uqv/gpf+cpXVMOdzB95rDQXyviX52PgrSuPkXks4yfBQP91iqGhITW8P/zDP1RhTAnjSZOehOvOnDmzZJoE32Py2iRUJ6+11vtQWhXlMQYqz1U9DCIi2pu4ZxMRbUiORwokIiKiTRYO7a7vF6rFzi6pAI1aFdfZ5q6iO9iHRLoNU2+8gp7EFPKTw+r+5v4kMLKAkAY22bUANY9uTsM0LWfeRlQToTpu7AX3CGjh41VHQrtRZ0A9Q0vb7yRol+EbYFfw2utKkQzU0s0P1lkWlqyeD4TshATrDOcOwR0QWn2Ffi5XaPYoEJHH1HXVYlcrWMfQD9H2KlTt5GhyfSsREREREa3ByYE0vvvWKIql1vo7/p3JoyjYJkyN6wob9froHH7lxfdRTCaR2p9CYYdOQ9nx/VNnfxLdyX3NHhUiItrh/FY7CUKZhomOjk6EQhEVrrt+/boKXqkGO9lEWmMz6cDAAB588EF1HovFEA6HYch+GS2+TXU15ZCYrqnL0tyXTCVx4sQJzM/PqxCcTFuZdjJdJPjW3tYOu+QGyDo7O3HvvffhYx/7mGqa+973voff+Z3fwVFnOhYLBVy6fAnvvPMO9h/Yj8cfexxPf+hDqjWuOoCWy+VUkE9I4O/q1asq7PfNb35TjYO01j399NO4++67674WGaYEAeXxclma9qR9bmxsDC+//DK+/vWv48UXX1TBQWnZe+KJJ/Dcs8+Vx8d/ncHp4g93PRiyIyIiBuyIiIiIiIi2SHnFm1Y56hXakmrdrxGPAPEEIpNHgKlh1WLXec07amtnBOYIkGOLXUtQIbtCXrUPChW2E858XLwwvaZhhHHADdlR66rVXifhOnXeBT3eqdrr7Exn+eiAQgVwPbYZLl9WQ3Pux9X3RLRV/JDdajZjgyQRLf8sreXzR0REREREVM+RQylEIgZm53ZmyKqe+WIU7073YzB1udmj0lKuzuTwD791HcPzeWcijmFidBKdPR2ItceQt3fWtqS+bA8+cebHmz0aRETUEjTVNBeyDJhJE6lUGuMT44hGo6qlL7eYQy6UU+1mtdpY0+m0amiT5rrK8PbG1lW1vdlrMZS2NjlJS1zw9uC0KBVL5TCaTF8JJUoTnLTPffe738Vbb72Fd997V03nhfkF1S74gQ98AD/8wz+sgm3ZTHbJ88uw/HkiwxweHsarr76Ky5cv4+bNm6oRT1rm7r//fuzbt6/cUFfrdUgAUOalhOxu3LihhjM5Oala8CT8J9cNDg6qtkMZ58GBQRUoDA6z1rC5TYuIiNaDATsiIiIiIqJtpsXlT7GYdJXBTLdhrv84epzLfoudsHEOsRFgjiG71jWyoEJ2tMcEw3WFQRWuQ7tzHkmp9rpqtsaWGiJqnuqmrGDghy1aRNuj6Hzfr9UmSUREREREtJJoxMChviTeujDe7FFpSMnW8fbUcQbsGjC2WMA/+vZ1XJpaLF8njT633r+NyEgEnX0dMBIGiqViE8fSZRkW/t7jv4CwEWr2qBAR0Q7mBp+kvc4oH5hUfo/puo1CPo+pqSnMTM9gZmbO+e5Qqhuwm1+YV78TZRj6HtymEQyX+W1u/nXLwmVe/sy9Xwnd3V147rlnkW3LqiDbn/3Zn6mWOGkUPHr0KD7ykY+oQNuZM2dkg3Y5nOc/j7ThGYah2ufk/I033lCtdcEw3E/+5E+q4J88LvjYILleQpISDpTg35tvvokLFy6o2ySoF4lE1PA+8YlP4IMf/CCOHTtWfo3yvL5ar706dMd2OiIiWgsG7IiIiIiIiLZYeSWhpkOzLBWs0zAPCdkV03GYmSymxruQevIx4NIU8je+X35syFu/l+PBtXY0f/7I/CoU8pUWOwnZVVspdNftnCLOQDKc4S0lUbXBpla4TtrrwtFlR9ELbkTgCn0i2k5spiMiIiIiIiJqbScGMnj74gRKpdb6u/785CA+2qND19jsvZq5Qgm/8p0b+Jvh2Zq3S8PM9Us3kEqnkDmQhm3Zqs2mWR458jAeO/xo056fiIhag7t9QsJ1le0Thm6oNrt0JouzZ88iHArj9u1hRKORugG7UydPIR6PB7Z3yLmNcppsj5Cwm99mF9z2Uyt4557Ltm1bfsCxwePIZtrw0AcewujYqAq8dbR3qNCbtNi5wTj1SPV4P9Qmw5QgnjThJZNJjIyMqDDc3XffjY9//ON46qmn1PVyf38e19oWJeMj7XUS5PuJn/gJFdQbGxtTbXZPPPEETp8+jYcffhinTp3C/v37K69V15a8Pnl/yHNVTwMiIqJGMWBHRERERES0jYq6BUOyV9JSEc7DmOtQ10vkam4iixguwMJpSG+dPfJaM0eV1sEP2uVWaB6UZsJgyC58PAn0DLk/MFzX2vz2OuGH69oHVHOdCtfVaKfhCn4i2kmktU5a7NheR9Qc/OwREREREVEjjvQnEYuamJmtvz56J5rIpXFjvht9saFmj8qONl8o4Z++MoS/vD6FlY6NJDuaT45PYnZ6Btl9bUh0xFHQCts3op50LI3PPPQz0DX+bUtE1ApWPgjoerZXN7bNs/op/WCUhK0eOPMAeg70YGZmFqGQpcJTtcJZ0maWSCTWMa5bpzrQFuQHwpbettq01mrcZ/n80rB0mtZ7/sq5HOzARkdHh3PqxIkTxzE7N6eGEYvGvPsE7+9e9psC5XXs39+N+++/Dx/+8Idx586Iaqu7++7TePbZZ515M6jmXa3WOgTGVYbtt9T90A/9EHp6etSwJGB3+PAR3HXXKRXaizrjZBoGSrYdePXutCm36qlpu8rkXCN/eHuxGZGIaK9jwI6IiIiIiGgbqSN86WF1WTMsaJ0pddmIJ2AO3cacczk+ehW4ARXCMke8BxbybLHbTaTZrrrJTtrrguG61LaOEW1UMFxXGEQpkoHePoBc6pD63MvGAXXevDEkIlqiXmudH/BhAJhoa/mBVqNGAJ+IVqZrRrNHgYiImsCu0VhBtNdl0yF0d0Vx6d3WCtiJtyePozd2E1oT29Z2Mmmu+19eu4n/571xFNc4iQqFIkZujGB6bApt+9sRSlkoOv+2g6z7/thdz+NY57FteT4iIlq/ldrEAvdCYyG7RrcnuMN3t0O4z+Nvk0glk7jvvvtr3L/GUGqGBP3rGhmnRr+P1B+2jFOxWCxvH651uxpC+bUvf+6l93HHr15oT91P94NmJdUCGBy/paE6LLneb3xzf9aRTCQDr88fr9rTRh6XSiXxxBM/4Myve1XrXCwWQ39/f3mYMj7ufWs/PkjCenJ65pln4E+X6veqjZIalhvGBCrvI9t5LZo6X/l9XT0ObjtfrSCd35rIRjwior2HATsiIiIiIqImsWXlprRaxQpq1Z92YB/MyTFMHh5HatxtsUOfc79r55w/3iRst4C5FZrRaOeK+TtOV4XqlrXXyTuBwbrWkPBWsvvBusRJ97wwqNrr9Hin+rHexhMiIiLau/wjFbOxjmh9Svb27CRMREQ7i8bvTkQ1nRzM4PJ70w3tTLwTvDM1gA/te9H5u2j7m9Z2uslcEf/Dq0P406sTznffxh+/ML+Im+/eRDKdQKo7DSOqO8PZ2pByf/Ygfvz+H9vS5yAioo2Zn5/H0NAQbty4gdHRUfXdoVTvIBZagwE7u9Jwtiaa37imVYXJ6g1j9XEJbo+17fUE/hpRe/jBdjeZthJgC4fDOHnyJPbv349QKKSeykb9sJwaunPb1NQUrt+4juvXrmNmZkYNq14bnP+cflBMc1Noar744xLcZm3bxWUNbcEAX3C+uOdL2+z8+xWL7r4raty81/TWW2+hUCis+t106evXypPUDx6WH28vD4NKoFD3goSlUnHpe6ihXKVWDtjJNDJNUzUinjp1Cu3t7apFb/l7lIiIdjsG7IhoQ0I8UiARERFtssXc7vt+UW9FW3lFXFz+NIup1bbWSTekM+WcUgMp4NIU/EidjXMI3czDNC0G7VqICtf5wTqvuU4F64SE66S5TsJ10l53QAdmdt9nYNeRcF2wsc4L15Uyz6tzFa5rHwCMTPnzz6Cd8/djiKuhiFrRSkdFJaLGcEM8ERERERFttkN9CcSiBmbnWiuodmt+H8ZyWXRFRpo9KjvKjbk8/qdXh/CX16c21O0nf39OTUxjdmYO2c4M4h1x2GZjrS5rZRkW/vaDn0BnvGPTh01ERJtDAlrvvfceXnjhBXUeDNjV/N3QtIBdncHXbKqrGuSGA3aNNvYtf45g+MwPr0n47NFHH8XZs2dx9113lx/mbnupPfSJiUm8ff5tfOUrL+D69UrATprx7Drp+yUBO13zpq2m7r8VATs5lUoFFUqLRCLqvFgqIreYQz6fb7BJLhCw8y7YWD1gJ49T02SdATu7VLmzP40kYDc8PIwHHngAg4ODax8YERHtGtyziYg2JMcjBRIREdEmC4f21vcLzbLcVYNhCeWYkGiVfrAPEseam8gihguwcBr5G99X9zf3J1VIS0JbDNm1Hu3MGYRi19wfJFx3yFtpm/Ga6xiuaz0Srgu21kWcGRnvUuE6OxxVd9H5d5OSy7XWTj5Ee52/QbIgR+3kcoxow/iZIiIiIiKirbCvI4qOtghm52aaPSoNKdk6zk8OMmDn0zS8N6fh77/0Pl67M7dpgy0WirhzcxTT4zPI7ssgnAmjpG3udogHDt6PZwY/tKnDJCKizXXr1i28+OKL+OxnP4uxsTF1nR+wqh2E2pzAWX3u8KsDdiu2s6FyP61OuK1y/+YE7ILjItuHJfw1NzeHc+fOYXxsHCdPnIRpubvtl4ol6IZWM2R39f338OUv/yV+8zd/c8nrkma4eq2D/rw0dKMcgLO9BjsZDwno+cMqqYBdqXx/97pSedr688L2m+Ts5QE7d/u3BPQ0Fa7zx6382C1sV1bj4IUIZTqu98B2/vtEHifTJ5fLqWFduHBBNT4eOXJkSWiyGVZudiQioq3AgB0REREREVGTqJVhVsT5yyysfrajCWjhKMxYDHY8AX12BrlMFiF8C8MzXei8ds59oLShSRMatQavvU7rCzSefbAElFJAz1TlukTVjtYM2+1MwfY6r7lOwnVoH1StdfOxHnWVYVpqRbyciIhaUSGwkTYYCFq6kXrrNpAStbrgkYpF9WdKMGhHREREREQbJTs1Hz+axvs3Zlvu7/SLUwN4pPM7sPQ9fjBB2bF936OYjz2M6W//M+eKS5v+FIsLi7h19TYS4wlk92egRbVKM8wGpCJJ/NTZTyFqRTdhLImIqFq9MFmjpAXt/PnzWFhYQDgcVo1j9YJarm0I2Gl1AnY1nnbJdxwt0HJWt9lufYG/tas9fH+a+tuHZfySyaQKNV6+chm3h2+jvb0d0WjUC4jVHvrlS5dx8eJFFYyTRjWZZ25jXGmHBexK6j7yGH/c1roNaSOhtU1psLMlsFh0HuO2DAYbHeXz8u6772J8fByZTAaWZW14nImIqHUwYEdEGxJa8Q8tIiIiosYt5vbe94slK+Jk5VzchD0XgazK1NNtmOs/Dons3HBOvW9PI3dgHjbOIYZK0I5tdjtDyJmVpmmVQ3XCD9ZZPacxnNDQ1f0YtNQ33Bv3BY5EO3vODdVVB+1oZ5D5IvMnGK7zmutKkQz0SAp2bL8K1gkG65YLhbgaiqhVBINARec7huF8P2HrFtH6+Z+poved3fA2yPNzRUREREREm+FIfwrh8G0sLBSaPSoNeX+uB9P5BNrC480eleYJpYDD/yVw8HmcNCL43H/z2/iF3/5FnL9+YUuebmZqBnOzc/j0R38a7y9ew4Xhd1YJWKzsmRPP4N4D92ziGBIRUS2VoNL62rSkXSyfz6vzYHPd5rVzraNlS1u6n8S6x2OVh21NKKr26/Wfyw/D+dNYmtHktPy+tQNoEhor5AvlVrjy/LexYuCyHJ4Pjl6Np6j1zF60btl13siiOmBXfs5AMG071T1QwBpHw328Vn49waCezCv5vGxdoE5bOh1t7zOuuePFIB8RUXNxzyYi2pAcdwAhIiKiTRYO8fuFHY5CixWAWAzF2RmYmSzm4Ibs7MQUhmduo0suS6OdF+SKjTBktxPkbOcP7arGuuF0F6zubkSOHUUiK/MSiA94ATzzons+87Yb3IrDDdoJP9BFzee31sn88VvrCoModRyDHu9U4TrEu6AtzkMPVY7Uq/PvpSVyudbawYeI3DCQjUrIjog2jp8pIiIiIiLabN1dUbRnwrhxq7XWv+VLFi5OH8VD4VeaPSrbT9OB7Cng2E8BmRPlq4/1DOIL/+Dz+PT/+ndx7v23N/1pZZ31jz36cfzTv/VPULSL+OK5L+Hfv/wHGJ0dbXjH+AOZ/fjkA59QDTJERLQ1ym1iJbfZzQ3e6Gg0zNbZ2Ym+vj51gNCZmZnVw0Nag41udoMBO2/4NRvsag2+TrNd3cayD5vhkwAAIABJREFUdY7PmtUZfjBgJ4Et/3To0CF0dXWho6MDoVBo1cEf6DmgThJcm5ubw+LiYvl9sNI0khY61WCnBxrsSssb7GznO0CpqsHODwP64+8/j3u+PGDnnryWu8B4bVs4zAtoloqldT+3rpvqu5EfgvSn0759+9Dd3a3a60zT3PTXpKad7p5UqM4LKarrjU0InRIR0YYwYEdERERERLSDFHULhgXYbUkV1jG6OtT1kXQbcpksFlJX0DOVAi7tg8TpVMhOSKhriAG7Zot5O0pLuM4P1kU72hA5ekQFJfWDfer2UizsPeIY9DvvAAnvRz9o54fsqPn8cJ26fBIYbQd6Tritde1HVbBOMTJuONZb0c1wHRHtBhIAYhCIaH1q7ehQ/Zliex0REREREW2GkKXj6KEkbtyabfaoNOydqaN4oP0NmFprhQM3RFrrjnwc6PuI84diZNnNvR29+A+//AX81G98Bm++9+amPa2su/7oB57Hv/iZfw7TMCH/fvSeH8EHjz6B33v5C/izt/4Ci4XFtQ3L+feJ+38cB1IHNm38iIhoOdutLINlWdANCUJpqkzMthsL3kjA65lnnsHCwgLeeecdjI6OquBQXQzYrWyNw5fxk+n88MMP49FHH1Xbj4Ptgd7Alj3uxPETeP6/eF412A3fHsb0zLQbslzhKdVwnfvohq7C7+70BEolN7zlB8nc+xbL4yH39x9fN2BnLw/YucOzy8G+7Q7Y+eHTYqm4/ucOvC41LZzXlEgk8Nhjj6n5tTSUuMnNcjJZvWCiPK8813a3ABIRUW0M2BEREREREe0gsvKsCAsIW7BDURjhKMxYDPbcHPThOGRT69S7QGoACF3rRa6vErKTcBdb7JrveudJhL1wnemF6yL9R6EN9kPr3aeCkyi2uXeeHYZ01OkLXcDCS00db1pFrXBd6phzfcq93bDU6nd/gwURUSuT0E+h5LaoShAo+HNwA1/18o4b/2gvC25oX0k4HFafJ4briNZP14xmjwIRETWB7f1NQkS1HT+axt+8Mox8obU+K+/P9mGmEEfGmmz2qGw93QJ6nwGO/CgQ6Vzxrl3pLvzhL/97/J3f+nm8fOE7G35q+Zv1+bMfwW985l8iZC5tzumId+Aff+iX8bG7P4rf+cbn8MrVV91AxwpO996ND5/8wQ2PFxERrZHm/09Oja+HT6fTOH78uFp3effdd6uAXTA8tPz5tilg5/zzf+cELy8bfIsE7Ja2vrn7fsj64FOnTqG/v39JyG0lbW1tuOeee2BaFm7fuo3p6alKw1mdx5eDe7oE7LQlATs/HFZZh11Sr9e/v4aqAJmb4gy8lqUBO/+1udNMAnbb32Cnec9VlL8T1/ncwT8xZfwlDBmPx9VnpKenZ8teiz+v1DSHVm7js4vL34Nag22VRES0cQzYERERERER7TB+85WsJM2bYYTi885PsUqbHbyQ3VOAdSkLP1Jn45xzL+9opyMLDNttA9VY11k5wqw011WH66S5rpSOq6CkFonJIQZh56Nu0C7uzG/ncaXRy9BnBitNdr6ZzTs6LTUg4e3wfvtBYN+cG64rOPOnp8sN18U7VXOdaqwznPmpufdXGyaaONpERFuFYSCitas+0nIhsJXeD6vy80S0MSW72OxRICKiJtD4HYpoRfs6o2hvi+DW8FyzR6Uhs4UYrs4cRCb7/WaPytaRYN2+R4DDPwKkDmOtO/y3Jdvw+b//Ofzi5/4Bvvb9r2/owEbP3vc0/uXP/hoioeWNeb6TXSfwGz/8r/DCpa/i89/8PK6N36h5P8uw8OmHfhbJcHLd40NERGvjbnvUVJNZqSTrQ+zA74PGtkqmUik8+OCDOHv27BqCQ43+zml0C2nwNdS6vNbxqfe86x2ftao/fNXoViypZjW/wa5YdNdlGcbaDholAbj29nY8+cST5WHKdWsK2JUPBqtVXV8nYKfuX93QVpkX9QJ2Vc++7QE7l1Z+Let77srfmPIZk8fLPPIvB4e3Wa9LQqTyWS552w00vf489Vv6eGxfIqLtxYAdERERERHRDiVBO6OUd0M8WB6ym5vIOtdcgDXwGHBpqhK0k0a7zghiI2DIbpOFvJWXpmm5F7xwnQTrhNVzGtFD7TDbsjCzWdVcJ+E6mW9afOmf4Gq+LsIN2S1MVZrsZoaXB+3ErDNfZ1rr6MMtScJ1cXd+4kggXJfoqjTXxZ35ZGSgWZVwHRHRbhNsrSOi9akO1wXPiYiIiIiINlMsauJQX6LlAnbi7cljOJ15C7q2y9ZDhNLAvoeBvg8DyUPAOpqYs4ks/u3Pfxb/+Pf+O/z5q3+5rpDdM/d9CP/q07+GVGz1QJypm3ju2DN46OBZ/N9v/An+r9f+CDOLM0vu89zJZ3Gm976Gx4OIiBon4ZqSXcLc7BwWFxbcYI7zs66t0D5Xg4R57JLtNmV5jVkr/05psNEtEMBaG3/4awvYueNao91Lq/e86x2ftVp5+Lqhl6exH65bGnCzy6+pejYGW/Dc8Jhb0BZ8bM1XIME+eW+Ug3Du49T1zvzXA+ul1bBRUud6OYhXqnpd7vi57YGBddreXdzxWT6uwdDaVnNfYyVgt775Xpk3/vxaa9Pgeshz5POFcmOeZVpqvhULxQ0dTIGIiDYPA3ZEREREREQ7SPWK0aJuwbC8VXthd3VgOWSXbkMuk0VhYtwN2uE0bszcRhcqITsMMWC3GUKB9ae1wnXDNVrr9IN90OIJGPEItFhMBeogR4BzZmhwtbQK2bUPQI+kAAnaSYjrjnPd5BgwPQB0XHLvrEJf59zLDNptjWC4ToJ1ojCIUscx1Vqn5pEXrnODr67tPRIfEdH2YciOqDHcAE5ERERERM10fCCNb78+glKptf42uTbbg+l8EunQZLNHZeN0E0gdAboeBvY/DkS61HaBjcjEM/j1n/0Xqn3uT7/1n8qNJ2vxxN2P41d/+p+jPdXe0HOmI2l8+qGfxlODT+IPvvMf8NfvfAWFYgHpaBo/ffZTsHSr0ZdBREQe2a4YDocRCoVUwEbaslTQqkYwSO4rtw/dHMLU1JTbMlYOMNkIro5s7ubKRr972FXn6xnGWobfjPu7jWMS0pLwl98Ap2vVAcL6w6je9rzWeavBbzurBM40DeVTcHgqtId67Wi1xi14XfC1VAcFt/d7qP9a1qcS8pT548UZy61+m/Va3PGzMTc3jzsjIxifGMfCwoIbeqyRK/UDmJZlIRaLOfdr/CANRES0fgzYERERERER7UD+SlN3pZqlQlnKPuc8n4TVmYI9W4A1MgZz6DbkmLQSsuu5BNxwLpdDdrQ1vHBd+HgSOWfiS7gucuwoIoePwEy3QTuwD1pnG9DmHhFWms4kLFnejO7Nz8r60qgzjzNAfEKFuFSbXWLCnZkStvNDdj4JgjFkt7kSgZ0c/HBd5DE38BjvVCFICdYhkVI3yWfS1rbu6HVERDsF27aI1qY6XMdwKhERERERbbf9nTG0Z8MYGV1o9qg0ZCKXxtB8d+sG7MwokOgD2u8Huj4AxA8418U39SmyiQz+2U/+zwhbYfzRi3+MYqm46mMePvEQfu1nfhUH2vav6zl1TcfR9iP4J8/+Cp45/jR+95ufx3MnnkFvumddwyMiIncdomz/j8fjSCQSKmg3Nydb+m1oxvJ18YZhqIDdxYsXMTLihugtyyy3n1Vaw8QKjWqynt85qZC2d7fmbuNs7Lm3flw3c/h+K1qthr3KbXXHxHtMoy+51jTSNPf5DKMSyvRugVHVrKvVbNpdWwCvfpPg1quE4dbLmyfOJDLKDXiV1+ev9/cb7hobN60clpPP3p07wzh//m0MDd3A7Oys+nwHGw7957O95sBoNIq2tjYVxK01bCIi2hoM2BHRhoS4owgRERFtssUcv18EqRVjwZWZuuGG7SwLWsK5KW6qMJbEvWTVeyE1jp6pFG684YbsYlgasivcnC43sM3ll7fbSVNbrrUObrupar3+mBVorBtZUOfSWickXDd+/J5yuM5vrfPDdVrMDdipjSXe8FQoy9/YYXjhyWJezVPADW/JfUujl6H3nABmnGHJPJt5G7j9IHDEedLZc0sDYX7YjsG7lQWnT3D6+a11V2LAPf3uZT9c13603FpXSC5dgc3V1o0Jhbgaimg3kNCQH7pTR8vlRjzao6qbp30M1hERERERUbMkExZ698dbLmAnXTxvTw3iRPod59IO30AhfwtKeC7aCSQOAtm7gMwJ9+dNDtVVy8TT+B//9n+vmuz+4IX/QzXK1XPm6P349Z/5VRzs7Nvw84aMEB4//Bju6j6FiBnhuiAiog2S5ag0U2WzWXR2dmJychLFOst0y7TU+sdr71/DS998Cfv2deORRx5BNBpxQzt2SQWiNdWWusN/hxLtQf73JgnKnjt3Dl/8z1/E2NiYur56G4ME7tTnulhSJ2mv6+7uVm2XRES0fbhnExFtSI5HMSciIqJNFg7x+8VK1I7szrm0oRklLyAXj6CUjiPSfxSFzBim3gV67gOGb3Ujn+5C1+Rw+fFmIHAXG5EVefklgbK9HK7zScjODyH6TXVCher6nOnqTNOexD73yoEUIqmuSnNdPKHmhwQfV5qUtlZ5n6uwnR+yE6rJLhCyk+tmnFNkELjnYp0hevOV4bqVyfSRYJ0fqPP5jXX3OKeCM50TXUvDdQ47HIWpc8eBjcjl6u/wQUStwQ8OBUN2RFTBcB0RERERETWT7KN7cjCDN94aa7hho9muzfRhJh9H0ppp9qgsJe104SwQ3QdkjgGpQedyFxBpA6zUto9OMprEr/zoP0LECuN/+/IXkCvklt3n7v678K8/8+s4uv/Ipj53Nprd1OEREe1F/u9naZRrb29HT08Prly5gkKh9u9tFcBxbpqfn8f3vvc9xGNx1UZ26PAh1WwlwRvTMFVTmTRkBUM7S4ej/r/ifarGFAzsEa2/wc5vrZPP7sTEBC5euoivfe1reP3111V7nSb7HXhleWq43qD9z6d8tjs6OtDb28uAHRHRNmPAjoiIiIiIqIX4K9ENWdlmWCr0o3d6N8YT0NNxJNJtmLt6GZHUOMyONozf6UbXjA3t2jhy3sFK7Wvn3PDYzbwKlFXba0G74DSoDtf5bXUSrLO6u9HTncRUqgtmNgszk1XTWwKOWlcHtFjMDdc580Xzm++AZRspaq18ldCk0OWxiyiH7LAwpcJe6raFLmBmGEh4D5JWOyGBsdlz1YOkaomqMIgfrAuG6uLuB0qPpMrNdSI4P4mI9ioJ1VUHiFpthz2iZmAglYiIiIiItos02KUSFianlwevdrI7i224vdDV3ICdrKMPpdxAXeqoG6iTlrpIp3OdrCfeGX/bxSNx/PKP/ENYRgj/7s9/d0nIbuDAAH7z7/xrHOsZbOIYEhFRPX7oxjRNdHV14dChQ3jppZfUdbVIQ53m/AuHw7h8+TLGRscwNTWFJ558Avfffz86OzrVsPzhSnBPr7Eu0m24ayBgpzFgRyTskq2CcCpgV2osYLe4uIhbt2/h7bffxp/+6Z/ize+/ieHhYdVgKW11/jDlpD7ruvvZlM90NBrFgQMH1DIiEgmXh8smYSKirceAHRERERERUYtZ0n4WiQGWBU2FsuahzbbBnptDSBrtJmdRmBxDYWIc2tA0kB2DNZ5F/sb3VWhMQnYSJpMWu2oSONsrIbuVwnU+P1wngcW5/iOIZLLQD/bB8BrrzECwTs0PeZBRP5AVXPFpexvl1UHKpM3Oebw76Z1hxfZDm7sJvX0AmB0uh+1qBu1UK9s5ttjV44fr/PY6CdeNtgM9J8rBOjWdfUZmaVBSAq3OZ4+rrIloLwoemdMPCgWDdgwPEdXHzwfR5tM1o9mjQERETWCzLZhoTZJJC70H4pi80FoBu6Jt4J2pAQwkr2zPE8p2FlO2r8TdEF3mpDPxDgHxHiDS4YbtdrCwFcZ/+8O/iGg4gs/+v7+Fxfwiejt68Vs//1mc7DvR7NEjIqI1kPDMqVOnkM1ma26vF37wRkjoZn5hXgXyLl2+hO7ubhWwU01YqByo164RjHPXpWgoFosM2BE1YCMNdgsLCxgfG1ehulu3bqk2OwnOyW3+59B2Pmvys38qFAoqJHv4yGEcPHhQLR/K+7AQEdG2YMCOiIiIiIioxSxZ4S0rw3XnZIZhRxMopUowpkZVk5oE7fThOCLpNqBww727c7JwutxmZ+Oc84dhIEw2slC+6P/BOJevvUJ/N4gFW8mqQnXh40nk5vrK4brIsaPl1joJ15mHDgJtSXVfFcIyLGh64zt6+vNTrTRVG/XD6lSezzLsmSnVaCeNatKsVhq97Mby5GC+5kU3LBYM2fn2etgu2FjnB+vU9Sfd1roer7Wu/aiatrYEGgOBuur5yXAdEe1Vq2009MN2fpAo+LuNaLdYrZG4ut1RMFxHtDVKdrHZo0BERE2g8bsV0ZoYuobjR9N468J4s0elYVdm+jFfjCJqzG/ugOXvOT3kTJwIEOsG0gNAStrp+pxTj3N9dHOfb5uEzBB+4fmfRzQcxe/++efx7/7ev8Xp/ruaPVpERLQCWcfoN8y1tbXh6NGjGBgYwMLCPMbGRxGyQm7oxvknzXXBdZDycyFfUGGd0bFRXLlyBclEsrwBU9d0t8nOXr6ekgE7ovVZb8BOPj6FYgEL8wsqWCckJOs3Tvqtk37YTj6//nPIfU6fPq2WDZGI7MPCv4WJiLYTA3ZERERERES7iCEHppPWLchKuhiMrg6oXQ+P9qDQEUW4qxPacFu5ze5Gugtdk8OVAUjo7tq5JcOMSQDPC961etiuHKirCtNJo1+Q1XNabTKwzqaQTHWp6yKHj8BMt6GUjqvpqhrrUAnXbWW7mZqni86F4oQbspMr67XZBcW989ldHrqrF6Qr336yclmCdQW5bmm4ThrrguE6IiJaXTHwvcBwlqESMGKgiMjFzwIRERERETXLkf4kIhETCwuFZo9KQ+4stmN4oQP98WsbG5A6MKEFhFJA5jiQHgSSh51Tv3NdZnNGdocwdAM/99yn8ZEHfhA97T3NHh0iIlpFubXKthGPx9Hb24uzZ8/i9vAtDN284QbsdLeJToXgApt1S94BvkKhkHp8bjGH0cXRJaEfFdxZpcFOAn6rBuzAgB2RkMCqhFvlM1MrvFqPPMYwDPU4K3DQZ/kcy/VyXiy4BxGTz7zhHfjXNExk0hk88vAjOHbsmLe88Ia56ueWiIg2AwN2REREREREu0B5ZZrtBr5U8CsQskM8AT0dRzE9q4J2hQNJFMZT6JlKOfcZxPCtaXTN2LgxcxtdVcNWgbvOyJJ2u1YTCq5rDITr/GCdtNQJaarr6nZb6aZSXaqxLpLJloN1mjMdjXjEbQiU0JsXrtsMdVeISpMa3E0YwZCdkDa7JUE7IQEyabUT0mon/NCZBO0kjLabQnYrtdT5ZJok3OmjplW8U11W088L17nBVJTn51YGJomIdgsJ1RVbPHxPREREREREtNskExb6DsRx8cpks0elIbliCJemjzQWsFPr1TW3nS51xG2nSx9zQ3XRLmCPrOVluI6IqLX424UzmQyee+45DA1dx9Wr72Fudk6FcayQBbtkL22wq7MtOXh9vYYtTZPtqVr5/gzYEa2NZgc+N3Zj3ytrfc789jq/uc4P4UngbnZuFv0H+/H444/j1Km70N7eUb7fXvlOS0S0EzBgR0REREREtIuoUFAgkIUwoMedP/06U9Bm29R9rJEx6LMziEzOIjc5hsLEOCKpcYyNjcO6o2G8uxv5W7fKzXYSQvNDdrGR1mux88N1pmmVw3XBxjoJ10mwzuxog9mWxVw2CzOTRcJvq4sngHgEZiymWutEdbhOTfctOmJYcJ5CwpP5qPsaDO9Iu/EJNygm6rXa+UE7324L2dUK1kmoTv3cVQnVOdNJxfG8gKIfrBPBJkIiIlo7w1oeNK+3EZ9oN2NjHRERERER7RSWqePYkVTLBezEO1MDeHLfSzC1Fdr3ZB1uvMdtp0sNOOfHgMRBQA9t34gSERGtgx+s0b11iZFIBAMDA3j00cdw+/ZtvPTSS8jn8ypc5297rrW+vdHt0n5Axw/XsQmLqDGb+Znxmyaluc4P10m7ZDaTxf33n8GHP/wR1W4pywe7gdY8IiLaHAzYEdGGhEr8AkdERESbazHH7xcboVbsaYYbEjLD6jo76qWsvDyW1paEOTYNe24O1uw+mEO3UciMoZAdRzzaidH5EXU/K7HPbbSbHK6E7ByxGjvS+wqFvBtkQ+0gnoTdcivsc7+e24PjE3z+JfzWupEFaGfOqIsSrOtxXmPPQKrcVhcvRFDs74F2YB+0zjYYcbMcprNlenorTqtXn27lJogl81RUzVfNbocd2w9t7iZs4wj0yBUVtFNm4LbZSehMQna3HwT2veLeFmx+88N2qwXvdtLt/vgHw3WLjzvXj5Yb6/xgnd9UJ9NJlMORurGt83KvC4W4GopoN5EwUaFqvVC9gNFKOwIQtZrg+1g+AwzWERERERHRTnT8aAZ/8ZUbKBZba5vL6GIbbs13oTc2VLky0gGkDnthuuNuO50Zd4N2RERELUTWLUqYRtaZS8hO2qvi8bhqrDIMHe+//z6uX7+uwjamaZYfQ0S7hwrXBYKuEqqVyydOnMDTTz+Nj3zkI2CLJBFR83DPJiLakBx3ICEiIqJNFg7x+8V2cJvYYmqVnITJ/D8OFzNZRCaSKLRlIRGtnilpRhsELjk/9ZwuB+7qkWhbOYiHSM37rPaH6Hpu9xvp6kf/KoE6ZSCFHufMD9bJMKW1rphuU9NDGus0L1zXMowMtMiEc8FrZ2sfXNpmF3Hm4z0XnRv6K4/xm+3igeEEL9fi3z57bvlttcJxCX3ln8vDPdXY86thnVx6W6TNOZ1Qr1v4rXWqsc5r/NNWCIjS1srlVjjqNBG1pFrBIj90x9AR7RUM2RERERER0U6UTlro3R/D1eszzR6VhswVoniveBa9B3NukE4CdRKw0y1A425uRETU2iRUJ0GaYNBOZLMZ3HffffjMZz6DL33pS3j52y9jfmEehm6oEB4R7S6yDJAg7cLCgvP5z+LkyZP45H/1STz88MNL7iP5WhZOEhFtL655ICIiIiIi2oW0ldaySRub3AfzCIbs9LSbXIqk21QGqzA5hhyOoDAxjkJqXN0mgbvhW93qctdM5YhZErxT13ltdyvxA3jrel11hh0q9brD7suWrxtOuNOgqzupzoOBOiGBOokAms7rLXmvXYsn3HBdLFYO1/ltZytO021Q7/lt6G7Dntxn0bvSC6Gp5jZps5Ow3aw0Ex6DvjDh3uiH7oS03NXzXh7ouLT8+mBznB+2qxeeqyW+wvukOjhXreCNt+S1Em6g0G+rE+p1q+fwwoZGptxE6P7MkB0RERERERERERHtXpalY/BwuuUCduL84qN49MQJ6Dr3JiYiot3F397rBmcq29rD4TC6u7vxxBNPoFAsIBwJ4/z58xgbHcP8/Hy57U5zfjeqf6r9SveG4Q9Hq9t25z6vVr68+nbv9bRn8fc27T7+Z8oPxjZCPmbyEP9xfqjO/6hYpolDhw7j3nvuxeOPP4ZHHnkE+/cf8B+9WS+BiIgaxIAdERERERHRXiNhMXirxMPS8uX8adiZgjbbpm625+bUuTXrtr3pszOITM6WA3eJfjdspw1Nu/fPD6EHzuNHI7ATS9vttGvj5cs5/bp73SoBvLWoDtSpcFm2C2hfUD9LkE6F57JZyKuRMJ1IeGE6Q4J0Iu627JmxmDtucffP5HIYq1WCWN48VeHJfN654Iy/19iGuBuo09sHgNnA/FmY8kJ3cFvufDNVDYXJMWCx25m2o0uv99vv1HN487RWq13w9pUEQ3Wj7UC6rcZ9KmE6Nd5+Q5263LX0vt7rrw5K+mxN52ppIqJNEtywWK/Jq9ENj0Q7Tb0N6WyvI9p+usYjtxMR7UW215ZNRGt3cjCNv/7GUMv9TT48lsOdsUV0dUSaPSpERESbyv+dLIG5pesbSwiHQzh8+DB+KPFDOHrkKP7kT/4Er7z6Cq6+d7UcyNM13Xu8oU7Sghf8PV8vNxcM9vktequMKRoL2FUCfES7yUYCdt4Q1OdbyOe1WHQvW5aFbLYdH3rqaXz4wx/GY489pq7TA9sb3M+pe+hsIiLaPgzYERERERER7TW6oU6a5W2cjiXdlYEZQLNLldVzxbw60ySwNTYNS4J3swsqcKdPzmIxM6ZuD99xW8NgjUDrblOBO/U4CdwFntZCVgXu/KBdoyRUVx2oU+PaXQliaV3uuEQ6oqqZTpQDdV4znd6WdMNWVv2N8620ilKtWNXceap+DsxXV5eavzJvkT6orpEQnrY4D704UQndSdMdAuE1v+nOV/Cms9925wfiqoN2wZBdo8E6v5mupxKW88dHjVOwoU4CdYEQnRaJladBUL152UrzmIhop1tto2L17cGN+UQ7QfUOJSu9NxmuI2q+kl1s9igQEVETaPzuRdSwjvaICqndHplv9qg0ZG6ugPeuTTNgR0REu1pwnaTbKmeodY+pVAqnT9+NtrY2PPTQQ3j1tVfxxutv4NbtW5iemkYul1OtWNJg54d+/Gaseu10/nVyHwbsiNZu4wE7dxjSQClNlfK57u3tdT7jp3H27Fncdddd6OnpUeG6lT67RES0fRiwIyIiIiIiojLV6uUdQavc9iVhLNXsFlOr0SXCJLsz6um4CtoV01Dtduhww1uFCS/Y1Q/EhyrhNwne2QMpWHLDesbNO9esA5UrvUDdYofbUuaH6mRs/WCd4bXUSbhOXocdfG17jbxuLzhZVtX8Vt5VKd7pNtwtC9x59/eb7iKDldCdCAbmViOBuoL/uBrtdMHxUc+VqoxzMFwnzX1spCMi2pEKXssEg0i0G/D9TERERERErcQ0dRw7km65gF3JtnH+0iQ+cH9ns0eFiIhom7hPgCUVAAAgAElEQVRNVRKmkRBOKBRCOp1BNtuG3r4+HBs8hvevvY9bN29hbGwMMzOzWFzMlYN1bjNW/YCd34rFgB1RY+Sz5X+uSg22qstnTYJz8plOJpPo6OhAd3c3Dh48iGPHjqlTe3u7up1BOiKinYMBOyIiIiIiIlrSJCNBJXWdF7RT4SU5h2yEjzn/xcqhNUgzHNywnS+SroTqiv1e+E7xA3jj6xpHM5Nd+nPgefznlzE2vHGqDtap1+eFsfYadUQ1eOFJw/I20TjXL3p3kCY7P2gn516rne4H2qTdLr50Z4ZgsxxwbHnjXd37LqcHhl1+zmrBIKCRUfNSvbY9OD+JiFqdalblxkJqMYUGN54TERERERE1m/zlfXIwgxdfvtXsUWnYjZuzmJzOIZ0MNXtUiIiItpTbiuWe/CCcH+iRIE5/fz+efOIJjIyM4Pr163j//fdx8+YtTExMYmFhAYVCQQXngo+rxoAd0fpsJGAnrXXxeByZTAYHDhxAX1+faq+Tn03TLH9uZbhr+1wSEdF2YMCOiIiIiIiIaioH7QKBLITd23Q/sBaLqXOz0w272XNzQFfHkuFYs/uW/uycirMzaxoHPyxXkx/yg9uqp3nj4guG6lSYzHJfx55tr8PyeQoJT+al0c4Lqy16RzJOBQJxwfBdgN4+UPnBC+TVU7fjpcZwy4zaobyawbo9PE+JiHY6afoKBpPkslzn7jRAtPPUe2/672W21xERERERUSvpOxBHMmFheibf7FFpyNx8Ae9dm8G9p9pWvzMREVELqw7VBH+27RJKJfeAdZlMFtFoDL29faq9Lp/PuwfP9U71hhe09oPfNbr+nsEgolokZOe32EUiEXUu4Tr5HMptPobriIh2DgbsiGhDQjxyMxEREW2yxRy/XzRTzRV3mgHozskMu01ospI+6gbftHTV/NL0cvOdKFate5fHmnahbuCqoJnq9rKq4JRdNfxq1bf7gTJ1ud7r2yOWvHZ/ngozXLk+lqyxU3lneZrWnf5tR1e+3bPW24Pzbdlr8MevemNT3aHSThEKcTUU0V5VK2QXvG21Df5Em636PbfW9xnDdURERERE1GoMQ8Pxoxm88t2RZo9KQ4olGxcuTTJgR0REu95q26/99qxQKKTCOalUKrC5tLEtpAzYETXXWsOwRETUPNyziYg2JMedSoiIiGiThUP8frFT+Sv4lgW1gvepuk6vsbOyDWPZdT6j6vZlR+yr8Zwr3c5Vkqtb6aiIlSu9aSrhykD4baPzp97tK803rmhuXblcYfU7EdGeUMznYVhsH6WdrToISkRERERE1KpODqbx2vfuoNRiB7G5/N6UOigjtxsREdFu0ch2Tj9Yt5QdGM7yYdU7kFjN7fyrYsiOKKjRA0LW+rxxXwciop2PATsiIiIiIiIiIiIi2hYSrrPBkB0RERERERHRdjl6KIVQ2MDCQmsdAGt+oYh335/GiYF0s0eFiIiIiIiIiPYABuyIiIiIiIhoy/AIXLsL5ycR7WT+MqrRI0jS9pAGMGkEk1Bddbiuep7x9w1ttZWWE/L+k9v99yzb64h2Ht1rvdbU5aW/N/g9gIio9QWX62p5r7nndqBhmIgaE7J0DBxK4s3z480elYYUiiVcuDzJgB0RERERERERbQsG7IiIiIiIiIiIiKilLdkB0wvH0M61WnNdcP5Vh+04b2k9GgnfBG9nuK45GLKl1ZTsknqf6M5Jheyck+2diIiotWnest3/NqBrlZ80fjcj2pCTxzI4984ESqXW+tZ0/uIEPvbsQXARQERERERERERbjQE7IiIiIiLaMXKFvDr3d2rljpVERLuDLNcXF3PNHg3axaxIGPmFxWaPBq3CDysVvOYJvyEseBvRdirUaUHh+5GoBWhuo5E02Om2BrWfuG6rKxnGJiJqbSpSZ2uBplL3BK4rJtqQgf4UQiEDCwuFZo9KQ6TF7s7YAro6Is0eFSIiIiIiIiLa5RiwIyIiIiKiHafk7eiq6zpDdkRELY47ONN2YciuddQKL0nQiaEm2k71wnVEtPOpoAX84IVzrtmqxU4+1fzmSUTU2vwcnWZXgnXBFjsiWr9kwkLfgTguXpls9qisyDR0FaY7fDCJgcMp9HTHEItZzR4tIiKibbDTvvPutPEhIiIi2noM2BERERER0Y4mwQyG7IiIWhPDdbRV5LuBBPFN04RlWeqUm19Q18n7ju+91hFssSPaSmtdLjDo2VyyfDcMQy3PQ6GQWs4bpuHtWE/kUuE65y1h6JrzmXU+t84PRYnWafJZZ8iOiKiV+a11uhesMzWt0mBHRBt2ajCDS+9O7aj1JvJZb8uG0d0VxcChFA4dTCIZtxCJGNytn4iI9pDN+a23eftV8LcwUTXut0REtDcwYEdEGxLiDlBERES0BfyNu9Jkp3MHVyKillYs2dBgYzFfbPao0C6iBwJ2EsDQnPeZXC4WiygUCs0ePWrQSoEmHmyBNkOtnUcZpNt5/HCdCtU55+FwWAWoTcOExvlFAW7QXsJ1Gix1cn5X2BoKznfO0s7ZV5yIiNZBNdYBahmvlvOGDkOW+5rfXUpEGyGtcBJcm59v7rqTWNREV0cUh/oSOHoohc72CBIxC/zaT0RERERERETNxIAdEW1IXjfUhmxD7dTmnAzdPUKsLRuyuSWbiKgVaZq7mVrzjgwry3bZeZk7tdJWct9v7mkxXyq/3/zriIioNfnfJ2RJHgkZmPd2iOOynTZM89dFuAG7UDiMfC6nbpKQHbU2abQLhp+C4ajq5cdOOuo+7Rz++yT4/qh+X9HOJOsfVMjOspxlu9tgJ9fp/NuQAjSv1UgCF5YXsrNLNkolWX9VYoUdEVELUw12tmxzdpbvtruMl8ZSf/0CEW2MBNm6nNPV6zPb+ryWpSObDmP/vhiOH00751G0pcPqeiIiIiIiIiKinYIBOyLaED9cF7LkiMKyU5uBYtF2TiXYJe7kRETUitQOSoacdLWcl2W7aRpeyK7ZY0e7mdpJwnnPSQCDiIh2D9kRrqSqRLwd4twof7NHi1pcdYOdNBxJ862E6xjAaG0SgvLPGYaizcb31c6new12IQnYhcJqGS+BOzbYUTX5LhCemYKlx2BBR0kvqYP+5blJgoiopcmfc7J22HTOQ16Lne6duC6BaOPkM3ZiIIP3b8xu6b4c8l0tEbfQ3hbG0f4UDh1MoKs96lzH3dSIiIiIiIiIaOfimgsi2iANhjTXmQYiEdmpzUSh4B4pvlQq8kCxREQtSG3ANnR11EjLMlSI2pKAXXmHeKLN5zfV6ZrsNFlpryMiot3BD+pr5Qa7Zo8RtTrN+c5gmKYK1kWiUUQiETnKD+xSCYVCodmjRxsg4Sc/ZFePvxMgvy/SSurtLCrvGx4UbGfSvHZStWx3luuxWEw1lMrP/LxTkKG7zYYhU0fEdk6G8x3A1lAs2WAUk4iotclyXEJ1IUNDxPn9H5Ht0H6bLb/DEW2KI4eSCH/LwMLC5q4/kf1FknETh/qSOHoohf1dUbRnw15AloiIiIiIiIho52PAjog2pNxgFzLLDXZCWuzUTg/c0EFE1HJk2W6a7rJdlutyctvsdHBveNpK8h4raSXuOElEtGtVGuwY2qeNkveQNByFw2FEo1EVwlDhumIB2gLfX61upYaxYDCKISmqp9Z7w39f8X2zc8n3BNVeJ8v2mLNsj8cQcS7LddJiR1RRgmXoiJgG4raGuOV8tosaCiUNi8VmjxsREW2E4YXroqaGhPP9LeYs68OWDtNZ7rPRdg/Q17ALU5EH1dmo/V0xtGXCGLq1sWkp2w5jEQNdHVEMHkmpYF13ZxShED+rRLRGpVWWQwZ3bSUiIiIiou3Fv0KIaEPkaIHSahSyTESjljoqmSgWS8jnuSWbiKgVScBOmuvCYWkndZbtEqB2lvMSqOauyrRVyg12XsMRERHtPu5yXoP0ijBMTRtVDmGEQuWAXaGQx+LiIne63KNWWq4wULW7VM9rzt/dQzXYecv2cCSCeCyumuxMb50EkU+abCVoEbEMJJzL8UUbBc3GYtH5vlmSZQSXC0RErUp+40s2J2poSJgSojZUqFqCPFyXsAdY4dXvk5/f+vHY5Uzn83XsSApDt2Ybepym9g3RkUpaGDySxuG+BPqdU1KOdkBEtB65VZbp5hp+LxAREREREW0iBuyIaENkJ3jLMhGJhJBIhDA/n1c7tUi4jhs5iIhak2yoltY6CU7H4yHEYyHVZidHi+eynbaK7oXrbN0uh+3U9dyJkoho15BFuwSfnKU9v1PQhklYU76fSghDwnUSspNwnWnNq+8VtLsVSiV1vlLTHe1t/ntE8H3SOlR4Wi3bLTc8HXcDdpZpQWeDHQXo6r3iBuzizrfLuFXCIjTM6XJbs8eOiIg2otJgpyNh6YjJwQBNw22w4996u1844bbYrdRoNDO6feOziw0cTuGb3xlGbpWDJsv3LjkgZ39vQj3mSH9SNdbxOxcRbYrZVZbp0fT2jAcREREREZGHATsi2hDZ6T1kGYiELSQSYczN5VW4bmGhwPYZIqIWZRiaCthJe50s2+MxC2EVsJOdErlwp60hR58PBuwEw3VERLtLOBzylu0M2NHG6Zqsj3ADGMlkEslUEou5HGZnZ1XwjoiIWo8K2DnL9ogs2xNJpNIpFbILOd8huGynIAnam6aBmGUi6XwnSIaABbuEGUODvsL++EREtPM5i3KEneV8zNSc5bss4w3nbz9dHTSBB1PZC5x5HG8Dpofr32VyaPtGZxc7sC+GbCaE2yPL26Pke/n+rqgK1B09lMKh3gQsi9triGiTzY0B+YWV75Po2J5xISIiIiIi8jBgR0QbEtbgNthJwC4ewkzMUuE6Cdpxh0kiotZUabAzVTtpTAJ2znLeNEwu22nLaF6DnWHpKBRthuuIiHYhyzQYsKNNo+sGQuGwaq/LZDKYymSxsLCA6akpthztAbUayWzbbsKYUDOsZV6zta41qYO5ec2k6UwabW1tKkQtLXYM2FGQvFcilolE2ESbqWMmD8yXdEzlSjD4PZOIqKVZuoaIqSEV0tEe0ZFxlvWxkKkO+CoHaaM9INOzcsBu5Mr2jcsuFgkbOHIwWQ7YpZIhHO5LqlCdnFJJi4fcJKKttZblufxOoD1ptW1IXBdMRLR7rLZM534FRLTdGLAjog0pGe4GjWg0hFQqgpnZnArXWZahjiJLREStxw/YxeOybA+rAHU4JAE7gxvTaMv4ATvNhvpuQUREu48boJZlfEm1jxFthOGFMOLxONKZDDKZSUxNTSEcDjOEQauq3hjHHTJ2Fs6fPcyZ96GQhXgsjlQqjWwgYGea3JxFFep7gGUgGbbQVjQwndcwVSghYuqq+YiIiFqX6SzHo87CPGnpaIsYyEYsRCVgZxrcqW6v6DgMXHu9/u1Db23fuOxy993d7nzXNnH8SArdXTGYljRFNnusiGjPWMvyXH4n0J5kWdaKt+fz+W0aEyIi2mqrLdNX+51ARLTZuEWSiDYkpGvItBtIjkTR0Wtgbi6H2dkcJicXGLAjImpRlqUjGrVUcLqzL4vufXnEYhnVWKqxBYC2iK5pamd4CdixvY6IaHcqFoswTUPiddwpjjZMNdhJy1Hca7DLTiIxNoZwJKx2uqe9pVAq1byeLWa7lz/POY93F/m70LJCiMZiSKVTyGazKmAXjUQZsKMlVMDOeU9IwC5bkoAdMLqoIewsEthgR0TU2kxdQ9TUqxrsDFimob4r0B5w4BTw+p/Uv/36d4FSwfnyyO+HG9V3IK5ORERN8f6rK9+e2gfE27dnXGjHkYMtrWRmZmabxoSIiLba7Ozsirev9juBiGizcY0TEa2Lf+Ro2ZAtrUbJeARtWQOzvWlMl2yMjs4xYEdE1KJMU0csFkJmfwrt2SjSKRPxWBiWaXIDNm0ZzQvYlUoldVm+azB8QUS0e8hyXQLUKkwNmwEo2jC1PiIcdr63xpBOp5HNZHEnmVQ/h5zr5f0WbL1iA9buJiGrWiE7uU5u879fUmtY7W+B4G3+PKbW5c9PTYXrLLWxPJFMoK29He0dHchm2xCNRmCGuTmLKgzdQNgysC8axXxBx3TBRnJBV4EM57/y+4rLfiKi1uEvuy1dQ8zUVMCuLaKrBrtY2HAb7Jo8jrRNeu5Z+fbFGbfhrv/s9owPERFtjYsvrnz7ar8PaFeTgy4NDQ3Vvf3OnTvbODZERLSVVlumy+8EIqLtxC2SRNSw8kZp2UHSMBAOhZCQgN3+EKanFxGPhRDtjEO/NtHcESUionWxLAPxrgRSyTDa2qIIJzMIWTHnZDHwRFtG07zQhfMe8xvsGLIjItod/L8h5SAsfsBOlvtEGyHfF+T7aSKRcN5kzs+5aYyMtiF1J4NoNKpCdnappJoT5UR7kxn4XhnEwMXOt9I8ktv8UCXDda3N//tPvh/IecRZfqfbskhns0il0+js7EI8Hkc4EnHuw81ZVGEYGiIhHTFbw8FECKFIAUOLRSRyJcRmdYRRQkm3UXJuLzmLkxKX+0REO5Yc1E+O2apOJQ1xS0MybuBkVwhHEhbac0VEQybClttkTnvA4YdWv89bX2bAjoiolU3dchtJV3JkDb8PaNfq7Oxc8fZr165t05gQEdFWku09qy3TV/udQES02bhFkojWRzZIO/+FNR1xy0QyEUV7oYSJ/XEkbs8gHDZhGDxCOBFRq3GPGP//s3cvYJKV9b3vf+ta96quvl+mZxgu4hbwEkkMBiIqyVbQRMxByKPbGKM5bjneNWqOHrNjJDGPHB+FSNQkGNwh0cfLjpctHkm2Fw6PnB2NMWB0xyhguAwwMz3Tt7qsWuu871vVzYBMzwx0d3V3fT/jO6uq1upmzVjz9ltrvb/3H6iQD7sBu8myhqo5jU9k5nVbwY7Ji9gYR06qpAouAOxMLkwdmr5eoq/HY2YnVkZxrEKvOmJ7oa7dwwXdVSqpUqsqd1+sJEncsfa6BCG7nW89g1YPX+SBa1uP3loLZjzWv1fCdTuD+ywYhopMs5VJbUh6r+nPZ4bLmihVpUrBVbULmVCPI9j3TS4KVfNT5TuJliJfjx+OzXvJ048ONJULPCWZbZnsLwDA1uTC9qa/tpNWQvM4NP14MR/qzNFYFdO3jxcCDZlxQD7IFAe+C+NhAAzv7rYDdx79mH/6W+nC/3PzzgkAsL6++/nuvLO1nHru5pwLtqQ9e/asuf/f/u3fNulMAAAb6Z577tHS0tKax+zevXuTzgYAugjYAThhLjTnHmXKolBxHGt4NFWWNbV8qK17qjmVS7EKhVCLi4HSNOs2ezObCUkAsOW4FWL9B1uxGLlw3eRES7vqJQ1XPRXyOTfZjWpi2DCeHqxcl6ZuQnzHDxVmiTw/UEAQAwC2nY75HJilHSWe6cfTxHweTE2f7tsun1Xn8ZgFtoJdHLuAfinOSeUx3VepaW891o/zebdPvUV/CNfBVjp7JAS0tg7+PxpM9hqD7cft9YYojlyQrlgqqVipaKw4ofJo3bwJAvnmmJAKdjiCvZYVhZGCMFMuk6aXEx0uhLprKVHRbHOH7Lgzc/M1O+ouFggA2JrsZd/Q/BYHpm/PPBVDTyXz+KSgpTEzDsgH3YV67DEeCwAOjif8snTTnx19/x3/IN3/Q2ns1M07JwDA+vmff7P2/igvnXre5pwLtqS9e/euuf/WW29Vmqar8wsAANvTP//zPx/zmJNPPnkTzgQAHsQdSQCPykrILuytLFwzj/MTng4eKmly8qAOHJrXDwuR2RcoSVLXsoS1YgFgq/F64bow9HstUKkUa3JiSUO1EY1PdVSrlFXI5ZULqWCHjWPfW3ZipQvjm/elDWWk7YZacV5x2jEH8NEFALadLFVLgYKkrU62Mu7wXSO0j8fKjh280HPXJRRlKtWrGovHdXe5okqlorJpy8vL7lgbsFupZgccyYa6CHBtbfx/tLPZMYHtx22wLl8oqD46olNHbMjO9OMjNeWKRff50KbzGTvgSIEfmPdPN0Bn3xuJeZOMLi6oGPimea6CnU3VpWZ/wk0JANjSVsJzcea7/vvJ47GKoa+hgqdyHCpyC/RkvSEB44GBceZz1w7Y2UHA/3ut9IL3bN45AQDWxwM/kn7w1bWPedz5UlzcjLPBFnXmmWeuuX9hYUG33XabzjrrrE06IwDARrjlllvW3B9FkU4//fRNOhsA6GKWKoBHzd64XpkAYSfE29Xh904v6id3FVQsxOb1yLxmqx11uivF2hmVVLADgC1nJWBn++w4DlwFO9+b0O7xVCPlkkrFovvAGlLBDhvIVqGxlQm6C8v7ylz1246CdlOK+NgCANuRDU17ph9vd1IFUdwdc/ipMq9bdQR4rLxehTpb8qATBWqPVxQfOkmTk4e0vLCoubk50w6qkyRqNpv9Pl30kQ1oPVKFtKMFtzKuX62bo/1dHu9nS8J1O5u9zlAqlVQbGtJQfUjT09OKJ05RfnRGSSF2wTrCdVjLynvDs6vWm+5mKPY1HXtqVEIdSjo61EqVtjO1OvTrALBV5W2YzvTftTBQ1WwXFjraXVgwA8mKu0bs1vxjKDB4zniOlCtLzYWjH/P1D0vPfXv3OADA9nHj+93ifGt66iWbcy7Ysp785Ccf85ivf/3rBOwAYJv72te+tub+JzzhCW5eOgBsJmaqAnhMbLDOrjQch5GyLFU7V9CeiUT/dntehcKSC2pYnU4q5kEAwNbUDdgFrs/O5UJNndLUxHhLtdqI6uVKd8V4vzdhic4cG8RVoQl67y/zPltO2krbZhzRaasTxuIWOQBsP43MV5YkShXJ81Plo1jKukEJxhRYLyshuzCKVDTj1lqtponJSTWXGwrC0FWuW1patkva9vtU0WcbHdQ60X5tu4T4NurP9fDjCNINJnttuVgqqT5c18TEpAvYDQ8PK5/Lu37dfjZkzICjsVWMMvX6kixVIQpU23dAu4olJW1P+5rd9f6W01QL7f6eKwDgkdmf8vnA01DO10Qu0Hgx0HQhUNZuKew0zf6cOSjrHcuYYKDYqkVPuVj65sePfszifunrfyr90ps377wAAI/N4Xulm/587WOifPdnAAbaKaecoomJCe3bt++ox9xwww26/PLLN/GsAADryVYjvemmm9Y85pxzztmkswGABxGwA7A+fE9e5qud705oGxluavfju13M4cNNzc0tK0lSJZ1jrEIEANhU7ga26btrtbxrQ0N5TYxVVKsWlcvl5AcB4TpsHm/1N1fZaNlrKtdOFNvJtlGhr6cGADhxvq1el5n+PGip5uXday4Mpe0RKsH2Yd9XNqRRKBTMeHZIk5OT6rTb6nRsuG5JBw8e7PcpYps6kap3WJv9u+TvDg+3UsHOhuomp7oBu3q9rnK5rCiKuA6BY1oJW9j1evJeS0PFnHZFgdLUjDn9TMtJprmE9xEAbGWFsBuwmywG2l0JNRUvq1aIFQe+fC8jWDfIzn3F2gE76yv/t/SMV3cDeQCAre8rV0rt5bWP+Zn/TSrWN+d8sKWdd955+tSnPnXU/TfeeKMOHz6sarW6iWcFAFgvX/jCF9RqtdY85hd/8Rc36WwA4EEE7AA8ZiurxdsVhe3Eh1ytrtHhjnbP5Nz++x5YVOdfH9DSUluNZtLnswUAPFyhEKpeL2jq1BFNjJVNM89rJbdifBZQZQab58jV572ko7xpnTRVapoda/A+BIDtw/bdtkpu0m4onwbygo6dRe96eSbHYSMEUbgasGu1mko7qRYXlzQ3d0j5fN68H/2HVMzaLtXD0D+PFK5beZ2g2IlZ+btc+btbvZaIgXPkZzqvdy3ZhumGh0c0OTWlqelpjY6NqlIpK8rHfTxTbDdB4CnwQtVLvnY122bMmXOV6+aaqXINxp4AsFWtVrCLfU2WAp1UDTWZy6maCxXZ9DTXgwfbaedJM2dJd/3z0Y85dI/0398jveA9m3deAIBH577/Jf39Vcc+7vxXb/y5YFt4znOes2bArtFo6NOf/rR+8zd/cxPPCgCwXq6//vo199t7u7/0S7+0SWcDAA8iYAdgXaxMjrCTIkqFgsZGKpo5tag0y5SmmRZnatq/f6nPZwkAeDjbfxcKkYZnhzQ5XtaeXXYbaKhWUtCbiEyoCZtpJXSReVk3VJd1L5q41wjZAcC2YMN1tr+2nwVtZRr3mlh1HhvLVr+No0iFYkEjo6NqJ4nmF+a11FjWwvy82u22ms2GWs2W2TaPuSIiYINgJ1LBbqcGxtbjz7XydxkeMa7HYLLVRuM4Vi6fd9vx8TFN7ZrRxNSkxsbHXbOh6DiXU0CQFSfAN+PMfOSp1M406sdqpw0dyoeay3k6mPO1kATmNZmWqdXJ3BYAsPnstYLY/IiPfM81G64bjz1NmL56IlrQZK6kPXGgYpQpNOMGn2vBA878///c35X+7NfXPuwr75N+/j9Jk4/fnNMCADw6118uJc21j3n8s6STz9mc88GWd+GFF7p5AulRFkKzPvKRjxCwA4Bt6Cc/+Ym+9KUvrXnMOeeco9HR0U06IwB4EAE7AOvKDyOVijZgl6qhjjqd1FWuOzC3rCgK+n16AICHsfenbcCuPpR3Abvdp9U1OeprYjKvfC4nz+cGNvrD8/1upRnzJvU8JlYCwHayGobu9d+2P7cT44CNZN9nttpRKS25YGdmJ9A3Wy5ctzi7ywXqFhbmNT+/4MI9BOxwPKhUt374u4Rl++disahypaKKaeMTExofH9fo2JirYFer1Vw10nwpr8Bn7IDjZ8cBcRSqlPc1bX7+F+JAc3FDh+MlLRSKambSYpJqoZ1pQSkBOwDoEzsitKG6cuSrZFrVtOmSrVq3oPFSUSflAvO6VMp5isy4gcXWoLMvkT7/e9K+Hxz9mMR8vv/4K6U3/Q87WWHTTg0AcAJuvlb6lxuPfdyF79j4c8G2MTU1pfPOO09f+9rXjnrMN7/5TX31q1/V+QGYY4EAACAASURBVOefv3knBgB4zN73vvcpSZI1j7nkkks26WwA4KG4ugRgXUWRr0Iup5GxRGnW0NJySfNjy5o73NADYyUXuGu3O6Z1t0nn6KvMAADWn70hHYW+Cz3bViiEmjh5ROOjJY3NVjU5WtZQzVPRrhgfRfIJNqFP3Hsv8KTEVsNNtNzIlPUqIsVxtFoRCQCwddiL4K1Wu1dx1Df9duL67cwOJ5gUhw3mxghRLL/sKy7E7vni4qJmd+8x44iGlheXFO6PZAtn2Qp2wEZ4pIp3j2S7hc126p8Lm89WsLMBu6GhIY2MjGhmdpcL2U3PzGjUPB8aGVIYhO64gHA+ToC9hmADdqbHUhREZtvW6Y1AC+WcFtvzanpV7W905PXCdYuJRzVNAOgDu55fPvBVjX2N5AKNFgJNx/OaLBV1mt9WvVBS3nTjNlwXBbY+KdcSBp5nxoQX/q507W+sfdwPb5I+939JL7hic84LAHD87rlN+uv/49jHnXqudPozN/58sK285CUvWTNgZ11xxRUE7ABgG9m3b58++tGPrnlMFEW69NJLN+mMAOChmJUKYF3ZlYVzsV0xPpU/4anRaKm9O9PhhYoOzVTdMYuLdtX4ltsSsAOAzeV7nqtYVy6bvroUq1rNa3qyor0npdozmml6OFC9HquQz7ub2Ny/Rr/4XneV4iRNXGAjy9pKOx11p78VCNgBwBbUbLbUandMf91yVUTsxHgbcrJbn9AFNpidWO/bhSTCyD23AY3l5WU1Gg0dmjuoxuJSt3Jds6n5+fk+ny12ouMNoa0cu13CaDv1z4X+CKNIhWJRtaEhjY2Pa2JyUrt2zboqdkNjw6qWqv0+RWxTrpKtF7qqyan5eR8EvpabbU03Oloq59RqhW69hySTFtrckwCAfrF9cSH0VIt9jRcCTdmAXSGn/xAHGql4Gq7kFJg+3X6+s9cTqGAH52kvkb76IenHt6x93A3v7YYzzrxwc84LAHBszXnpwy+SWktrH2er2F/6gc05J2wrl112md74xjeueU3/K1/5im666Sade+65m3hmAIBH673vfa+7h7uWX/mVX9Hk5OQmnREAPBSzUgGsKztxMpcL5fkFV/loz3RLC4tVnXzS/Zq/r6Y0zXTgQHdw1GrZajR9PmEAGDC+7ymfD1Wr5VWvFzU2VnIBu4mxWLO7ixofL7mgdC7sVrhjhVj0i5084ZtxRRhLSaejtN1Rq912Y41GM1Gx2O8zBAA8XNN8xuu0G27GnAvUBTZc161C4zOmwCazCwDl83kz7q25KnZWnM8pV8h3J2nasJ0ZW9jAXdtsbaOSDR4LGyzbiZXeduqfC5vDLowSxbFi26JII6Ojmj1pj7sxPjU9rT17TlK9XndV7WwwGngsbBjDDjlt7cN83FGtGGpvp6xitqy0EMkLfWVB4irYNTuZ29rAXdLbMg4AgPVnF1Ez3a/C3rZofhsLPU3FvmaCQ5o1n9nOiEMNxZlKvUX/XH8OHMm+J158jXTFz0pp5+jHZeZzy0cvk97499Keszfv/AAAj6zTkq55oXTP94597DP+s7T7Zzb+nLDtlMtlveIVr9D73//+NY+7/PLL9a1vfYtFegFgi7v11lt19dVXH/O417/+9ZtwNgDwyBhRAlhX9qZHLsopClNl+Uxpmmp2d1tLyy3NnlpQknQn5DSbiebnm30+WwAYPDZgZyvY2YCdDdPNTNe0d0+m8dGahmu2VVyoye+tDssKsegXO6aIglCZHygMM7X97sT3TqejOAj6fXoAgEdgK4W0m5kZS3iK83YyfW51TMEEOWw2G/IsFAoaqg+592bJjCVGcpk887qdQG/b4uKiFhYWtGiaHWcAj9VODZjt1D8XNp4N15WKRZUrFTchamxsTNPT0zpzz7jGJqdUmhh3AbtSqeQqjwHrxbdB+zjSeLmlfL6qQLFmKh3ta4T6Ru8YW8luKTHjAbNdNFvidQCw/gJbsc78VorMZ7LQVy30NBsddMG6n82FmixEGopTVYtSLopY8A9HN/sU6fxXS39/1drHNealqy6Sfucmafy0zTk3AMBPs6Hna39D+pcbj31sdVL61Xdv/Dlh23rzm9+sa665Ro3G0Vfx/+53v6urrrpKb3jDGzbxzAAAJ8Lem331q199zHuy559/PlVJAfQVATsA62oljOGrO/GmWMypUi5pdLitk/ceULJYs8UM1LErxLY7LnC30jods+0c34rYAIDj41aIDX03qdhuS6VYo6MlTU5WtGumptnZIU2MFzQ1XVCpaKuPxoTqsGUcufq8E5oxRmZGGV7qQvz24ovnAhtZt1ISAGBTpa6ikWf647QXorPhJc+tEBpGkQtKA/1ixxG2gp19b+ZyOdW92I0rzrDF68x7t9Vo6uDBA+4aRdJuu7AdlWsAYH3ZKjTFUklDQ0MaHhnWzOxsN1w3NaPdY6coPz2qnOmrbT8dhlG/Txc7SGDHAXEsLwgUd1KVTCvb52ppthQqS1IdaHR0sJWqY37+L3cypQwDAGDd2YCdrVpXz5kWBxq1AbtCXj+XDzVZzLSrlqmQy5sWKReH3JvA2i7+w25Q455/Wfu4+fuk9z1Deu2XpF1P2pxzAwA8KGlK175U+odPHvtYe5/3ZX8hFYY2/rywbdnFml7+8pfrQx/60JrHveMd79Av//Iv64wzztikMwMAnAhbjfQb3/jGMY+z/TkA9BMznQBsqMD3VcznNDVddM/t6gPV8WYviNetcLC42NLSUtu0lpJlAnYAsJ5sP2sr1tlgXbEYaWiooNnZmp7wM7FmpgqamSxqZLjiwtCE67CV2fdmZCdcet0Zb61WuxvaD2LFSgnYAUAf2IBdS4GCTrIaTIrj2M2go2Id+s2ODWzAzr4ny8Wi0nJN7m1q2lTDcwE7O75ot2y4bolxMABsgCiOXHW6+nBd4+MTmpyaUmXXqdo9PKWxvbtUqJaVmf7a7zVgvdhFH2xQI0xDFczziq2JtNDQYiHQ0yZzStupC33YuxHLSUq9JADYIIHpj4uhp6E40Ljpg6dN+1k/cOG6U4cjjVbKkhkvBEHgFusB1hSXpN/+pPSHT5NaS2sfe+iebsju1f9Netz5m3J6AACjcVi65oXS9//u+I7/j78jnfHcjT0n7Ahve9vb9LGPfUxLS0cfA9h9l156qW655RZ3PQoAsHV885vfdH35sTzjGc/Qs5/97E04IwA4Oq5SAthQYRCqnM8ryDKVokDD5f36/u3DZs8BZVnNTWA7eHDZNVvFbml57fK/AIAT49sb2C5Yl1e9XtTYWMmF63ZNDWvXzIhO211yFxeLxYIKMavFY+uy1RjjKFLH/ErNezXtBMrSxHygaakVxPJTQnYAsJkeDNe13Gc5zw9N/yxFiS8v8F2/DfSbq6xoxgeeaR15CsdqqmiXZtPuuDdfKqpgmg3h2cmczUZDrXZb7VbLLRDU6XRceLRbrVFUuAOAh+kuotbra+2iKLaCrelT4952bGxM07O7NDk5qYmJCc3u3qPh+rCCiSFF9ppxZBdR8Va/F7BezDvThTXMsFSZrbhsflViX7MNM3bNxdpdDNw9Cy/J1IkDtdNu0K5jftQnaea2tqJdL5vPGAAAjmLl57fXa7bfDcxrodcN19VM3zueCzRltjOFQDP5JY2ZMcBUJVW5XFKhUul9scdYAMdn+kzpsquk637r2McuH5I+8B+lF75XevbrJCL1ALCx7vqu9OEXSft+cHzHn3qu9Kvv3thzwo4xOzvrKhr97u/+7prH3XbbbXrlK1+pv/qrv2J8CQBbxD333OMC0Pbe61rs/YWrr756k84KAI6OgB2ADRX4gQqFghv81ApF1cJY8u51q8bPzy65rQ1/2AmZtpIdAGB9BYHnKtjZynUTE2VNT1W7leumR/QfTq5pamRUWRS6CcWsEIutzFZCshXsQr/7Pk3svPh2YMYQiYKsJS8Xr05+J2gHABtnpa91k+mTllL3oc70zaZfLviRPPMZ0FYMoS/GVmHfq25SfOArl8upUq26ifI2VFcbqquQz6tYKqlULmv+8GHNz89rYWHebBdc0M6G7FYaAOCh7M97G2LybdUZ08qVisqmP62Yre1Xp2amXchufHxcu2Z3m363pnq93l1FPAoI12FD2ZBd5mXyzDjAjgUiM0atRh2NzS1ob7mjvJoqqqVSVFE19nWolWkxMa2dum2zkyn1uqE7G9QnZAcAP82F6rxu8zNfefOgFHoqR77pX30Nx56mCjZgN6+pUk5PiCPV41SlQr57P8JnLIBH4RdeLt19q3Tj+499bNKSPvkG6X99TfpPH5XKoxt/fgAwcMxnpW+YPvYTr5fay8f3JWOnSK/6VPfeAnCc3vSmN+m6667T97///TWP++u//mtNT0/rfe973yadGQDgaA4dOqQLL7xQd9555zGPfd3rXqczzzxzE84KANbGpxQAG2pl9WJ3kySXuVXjRzptTcxHSs7ouCp2fu/mSbvdcc2G7Tod2zK3tfet7c1rVooFgJ/2kBVi3arxngvVhaGd5OarWs1pfLysycmKds3UtOuUEU2NRzp5JqdarcYKsdhW7MRN9VafD8zvi2lLZuBgHoVKFpfcez4wYw03uZPAKACsOxtqTjvmM5v5nNYN2tmxh5SGnopB7CYxe2YMYscWHquCYwtZqa6Uz+fdc7sIkA132OfFYtEFQkr5gh544H7t339A4QOhux6xZL+23V6tYsc1CQB40ErfGpjPXpFdtMf0rdVqRSMjoxoZNW1kRBPTUxo1j6emp13Izva5xUJBuXx3Uj3XIbDRVkN25rEN2BWiQJPlRMVlaSbL6ftxqMrikmpxWQ+0Mh1odrS/Yb6m0Q3WJ6m9CGHGAerenwAAPJS9xRtkniJ7LzjwVIl8jeRtCzSSs9XrfE3Ei5osFXW631K9HKuUC1TMx+5zmcV4AI/KJVdK8/dLt/zX4zv+O/9N+tdvSBdfIZ37CvPGY2EoAFgXNvB8/eWmj/368X9NdVJ63ZelysTGnRd2JLto3oc+9CFdcMEFq4tBHs2VV17prkm97W1v26SzAwA83OLiol7wghfoO9/5zjGP3b17t971rndtwlkBwLEx6xTAhlu5MeJuQEehq2i3a2JZWVZ3K8CPziSq3F5WZaKi+n0Lmr/nsKtmt9JWgnZ2az8eM6ENAB7kVogN/NVgXT5vJwtHqkzXVCpGqg8VND1Z0Sl7O5oYK5oWa2S4olqt1L2BzQqx2EYevvp8aMYHTRv0aDaVJh2zTy5gV6tVzbjB6wbyAADrwt6sTNOOFpaaajeXXJ/sh4G7oWkn0nlh1i1CQ7gOW5Qd79oKdmEcqVguuve0vT5hg3axea1SKqtYKioMI3WSREtLS25rJ9V3zLEeFewA4KfYgJ2tXBeZfjSOc6pWaxodG9PMzIyrXjcxOenayPCwhkbrykU59zWuMakZm8TrDlAVmbFrqZBTzobqiqmKCy0Vl0P9MA401Ix191KqvHlvZp1Ey61Mid9xX5tmUsI9CQB4RPbTf+h7igJPcearEvgaNf3srmKg6VKoqaIN2WU6xU80Uima/regKDJjBz9w1265L4FHz7x3fuMvpMUD0q3//fi+ZHG/9F//d+mmP5Oe/3vSmc/tfh8AwIk7cId0w3u7levS5Pi/rjgkve5L3Qp2wKPwzGc+U7/zO7+jP/qjPzrmsW9/+9td5aQrrriCcScAbLIHHnhAz3ve83TLLbcc81g7f9FWHy2Xy5twZgBwbATsAGyaI1eMr9SHtSe/rOGxRf3kjnGViodVKY9oqJbX/pGi9h9c1v0/PuBCdd3KdvY7pEoTbmQDwJFs37pSsc7emC6XY42YfnRsuqqRekFjoyXt3ZNqbGRE46NVTc+UTJ9bUCGfcxPiV74HsF2shOzc497YwrbE/OokHQXmfb243DbjivARV66zxwIA1na0lT+XTP+aJk1X+dYGjgKve1lpdSxBuA5bnBs32HK4Qfe9m9Q6LrTv2QmhUeRCo6EZS8SFvArlkg4fPqzG8rIWDs+r0WioaZp979tKjnbBIBc8tcH/NF2tcHdkpTsWCAKwnaz8PPd6Fe5tn7m6dYG47iImtmK4XegnNH1poVhUZaimfC7nrvlOTk9rcmJCk5OTmpyacmG7WrWmSrWqYr7ovgboBztGjcz7L1p5DxZk3o9LisKWkiRSpRkqDhIzvjU/x817vW3Do81MjSTTckdqdHy108yF7ezPd/sTPu39mLcb+yN/5af+kT/9GQsA2E6OvE/gHbH1vIdtJTcusM9ztjpo6ClvF/8zj8cLvqbLnmbLvnaXA00X2tptPmPVzDihXorNeCC/+X8w7FxBJP3nz0jXvlT6h08e/9fd/j+lqy6Sdv+M9Jy3Sk++uPu9AADHZivW3fh+6ZsflzrtE/va2pT02i9Ju560MeeGgfHud79bN910k2vHYoN499xzjz784Q+7BfgAABvvRz/6kS666CJ9//vfP67j/+AP/kBPf/rTN/isAOD4cTcTwKYKwkD5Ql5hHKpUKKhWLquYP6RyKa+okqn6QFGV2w+5kEj74JKWllruBk13klrmbtpwSxoAHtStXNcN1+VyoSqVnMb3DmtmqqqZyYrG91S1Z0TaNVtSvVZV1fS7UWSOD0M3sY1wHbajldXngyh0kziC1Lyfc5Fay01XBSH03Yw3NwnUOnJCm530TsgOAI7u4eG61Yrkpi8NTP/asZONbTP9rq1YY8cTdqK9DSgRrsN2Y9/D9qa6XREx8ANXfalSqWp8fEKtqZqWFub1owNNLS4u6vDcnJaWltVs2qBdU61Wy7Wk3VY7Sdw2MVv7b6jTC+AxqR7AdhMEwWqIzvaRQRh2rx9EkQsi5/M502/m3YI9+UJB1aGa60P31iMVimVFYydpaGhIQ3XTakOuSqitDhrlYyrWYcsJA1+FWJq0VWpzZhzcaWm6uaTT9o7oQKuj+bYN12X6zn1mLNDouKp2rdS0jt3KbW1lu8Q8Tszr5qkL3tvRtF0YyIXxzFh6NXjHuADAFuSC9SuPZYNzpmXd1wJ73dXrVqgLe9vYNlutzvxYz5ltMfZUKoR68ljsQnY1s2PYtrmDCgpFjYZSKcyUj+w9YsYC2ACh+SH+ir+WKuPS/7j6xL72zm9LH7lUqk5IT71EesoLpVPPJWwHAA93/w+lf/q89K1PSj/65qP7HhOPk153gzSyd33PDQMpDENX6eipT32q7rvvvmMe/5d/+Ze69dZb9YlPfEKnnEL1RADYSJ/97Gf18pe/XHNzc8d1/POf/3y95S1v2eCzAoATQ8AOwKayEyniKHatmJc6acdN0sjF5nlxSeVi7EIiVpKkajY7LmS3vNxWo5G4ra1q51aJXVkt9mFbi5vWALar1RXjj3i+WhSm99iG6lYe21BdPm9bpEIh1NhYSVMTFc1OVzV7al3T4xVNDvmaGC1qqFZRMVfozx8MWGcrq8/bCjQra80tBYHazbYbEySd1H3Y6Y4RUnl+4B7bcB0hOwB4ZEdW4LJjjcx8XvO8bvUa+8nK9p2xrfJlPrOVCqV+ny7wmNmAaL6YV2De27byUi6fU7VW1fLSksLKmO5v36/JhcO6c/+S5ufnNXfgoBYWFrS4aNuSO24lcNdsmtYL3B0ZTF3B9QkAW9VKn2V/ztsJSjZgZwN19md+3KtM5wJ1Zlsql12grlQumW1FQ8N1nTRSVNE8nogm1J6suqp2RdMKhYL7uriQc9d/yeFjq7EBu1wUm0ctha1M9UKsBd/TTNBSx7x8f1DUvuVE08VAt+1rar6ZajHJtNTubU1rdh7abMjONZeye7DKnexCQHZMzXgAwBayEq7zUm+1Ol1oK9baot+9QJ0N0a00G64rRaaF/uq2YvrIM0cj9/gUr2G+V6aiXYSnXlQ5H/XCdebr7bUEwvbYKPa9ddlV0uhe6TNvO/GKSof3dcN5tuUr0snnSKc8XZo5Uxo7RRreLRXrYkALYMdrL0tzd0v7fyzd/b1uEPlfvy498OPH9n0f/yzplX8jlcfW5zwBY9euXfriF7+oZz3rWe7a/bF861vfcoG8D3zgA3rpS1/KQtQAsM4OHz6st7/97brmmmuO+xroz/3cz+n666+nTwaw5RCwA9BXdnBkJ27kczmNjXWUJFIuW9BQFGtiPKe9J9W1uNTQvfdWzLalhcWWlu9fVKuVmNZxrd3uuNCdDeQlSfdxp5O6ine2+ELKTWsA24TtE33bXFW67jYM7QS3wD23j+M4NC1wLT9WUrEQqVyKVSrafnNe9aGyxkZyGh+NzTZQveZp2Dy3QeaAQBF2OFt5puN3q8W0mk01sl5ARL75t9V2E0Wz2Px7MK/burh2FWYAQFfHfH7KzAeopukzvXbiPlvZT1Je1t36R4TsbH8K7AT2vZzzcm4RoIIZP9hKS7bynK1EF8wkGpub1/6F+zV26KDu3Deng/WDOnRwzq26eOjQnA4fOqzl5WUthUvdyrledyEMtVo/VQ0SALY6d00i8FfDdTZQVygWVCyWXFjOhutqQzXV63XVakMaMo+HR0c1PVLRaHFc1fFh+WFoPnNFCux1jChwE+lt/xh4PpPqseW4oH0sReb9mo87qpqf3UkWuFBcR56mzTj43nxO9y0nyhJpbrGjuWbq2qFGpkNeR8tepiWlWjLjCBsqaXv2e3Sn32e9dJ2rZNffPyoArMkt6mebtFqpzhaby5lXCuZx0YwPimZHMfI0ZH6+1/Jmmws0FPsaKvs6pRxpd9g2rxfdz/vQ9KJ+lprv4bsws72vYccC3J/Ahrvgjd1w3Ecvkw7c+ei+R2Ne+t7/021HslXtcqVuxTyCdgB2mtR84Gktddt68gPpwndIz3un6Tq5p4D1d/bZZ+szn/mMLrroIrVarWMef+jQIb3sZS/Ttddeqz/5kz/RGWecsQlnCQA73yc/+Um94Q1v0N13333cX3P66afrC1/4glvQDwC2GgJ2APrKro1oQyKFNOeCJNHuluqLNY1PxjrloKfFxVA/3hfppNllLSxId99b0+Iu05bamr933uxvqdFou0p3zWbiWrudutCdDdzZijUiYAdgG1kJ1UVRN1iXywWuSp3tK+22ZMN0plUmKi5cV63kNDmxrEq5YB6PaM94org+okqxqHKpqGI+70LMrtqMz4Vr7Gxu4mYUKDVjADs5fqUSk528kXh5ZeooaDaUBPbfmF053j+hlZCOXGWJFZQAbEWPtp9yFevMtuUFypaXepU3QnlZwy1e4vl2wn3gwnV+2J0oD+wEdvKnDZOssFVsVv8dpZnylbK8+ZKicl1p7n5ValXN1WqqztU0d2hI84cPa2lpyTUbtGuYZm/kH9kAYLuwi6DZinW26ly0ErCzwbpSyT0uVyoaMn1gbciG64ZUM49HR8c0VB/SSLnq+sxuGRyPz0vYFlx1Zj9+yGuZjcJl3TJOLTMOLjYTlYJQgRkXPBB62r/c0f5I5nFHuYa02Jbm2zaQkilQqpY5rmUG021lblGfTua+o7tFQdAOwFZjuq5usM7PXMguML+ZT0SKzePItHyYdqvUxZlptmKdp9GCp5F8YLa+2548HGtciWrFgirmuQ3S9VbrkUcICf1gA3bv/EfpuldK//iZ9fu+tire0tz6fT8A2Onqs9LLrpUe/+x+nwl2uAsuuEAf//jH9ZKXvETt9vFVsf3a176mpzzlKXrxi1+st771rXr84x+/wWcJADuPvZ/6+c9/XldccYVuueWWE/ravXv36stf/rLGxqhuC2BrImAHoK9cBbsgVLHgKQ4jFXJ5VfI5tStttYaHFC+3NTu7oDvuTTR3eEmV8VCH9y3p0OGm5qp5Hbz7kBYWWlpasq3tgim+n7jvbQdxaeqpw6LxALYJe7v54ZXqisXItFiFQjdcV6vlNTxTU62SV62a09RkoqHaiHaPy60gny/kXZgushXrIjspLuxWwbOTgZgMjx0utCFS8wkn81P5aaDMVbRN3aS5dpgpTO3Eue7zlQmfdrzA5E8Ag2ylH3SB5E6izIwZzKcqpeZzVZREysLufi/orjbvwsyMKbCDrfx7cDNN3YIXOZV7oZFiqaRqraal0bHVYN3DA3X2Jr6tgOcq4bWTfv9xAOC42apz9tqBDdq5FoXK2Qrg+dxq4K5YLLrAXdEu6GMfF0uun0yjgHAddgQbBrH5OjdGNs9jL1NdHbOjpSCXquAlqgSJ6mGi+bij5cS2VEvt7jaxVezS1FWHbpvWDdVlLmDXDdoRsQOwdbjP+lqpYOe5j0CRrTrnKth55rGnghkfFCPfbQuhr1oudK0a222mSiNVvpJT6NkFT+0Cf90ynoTr0FfFYelVn5a++3npb14r7b+932cEAIPDVvy84A3SRe+UclSkweZ40YtepEqloksuuUSLi4vH9TX2Ov7HPvYxXXfddXrhC1+oV73qVXrmM5/p5hEAAI5uYWHBVaz74Ac/qH/6p3864a9/4hOfqBtuuEFTU1MbcHYAsD4I2AHoOzdxw7RctPJKuXujuXfXuTo/r+GRed21r6HKXKoH6kXtv3tB5VKsOOmoUGhqfj5UFDVXKz8FQeIeex6T2QBsH7bfslXqbMvnu61czqlSyZltrIp5PDJS1PhMTcPDBQ1PlrXL9IlDQ76mxgoaKlcU5mImtGFgdVeff+hF7yNXn0/SjrJOYJ53VoN37piHTXBjwhuAnexoYwRX9VPd6jUyXWXRL0g5u4dV5zF4VkOnQTdgZ9l/GzZMYm/Ut48I1CU2SGcDdabZx2mvim4n7Qb9AWC7cBPrbbXaXtVa2weuhu16zVa3y/Wq3K00+9wG8LgWgZ3C6/1mrxgEtoJTkKqas2G7VI3Mto4a6qjp25/9qdpJR+3INLfIT9YdA2SZC9lptYJdRvU6AFtSN2DXC9r5nqti58YDZmsXA4yCTFEYmCb3OB97pvmmpcpHqXKR7/rJDa4hvgAAIABJREFUwAtX+0+uIWDLeOLzu5WTvnSF9HcfkJoL/T4jANjZbJ/7ovdLM2f1+0wwgJ773Ofq7/7u73TRRRdp//79x/119hr+pz71Kdd27dqlX/u1X3Pf69xzz3WLTAEApLvvvls33nijq1j3xS9+UcvLy4/q+5x33nn63Oc+p6GhoXU+QwBYXwTsAGxJbjJb73EWdSdvDI+myrKmSoGnej7U/EKk4fq0Oe4BNZp5M3BrabnRVLOVqN3uqNVOdOBAXYXCvqP+dw4fHlO1ej/72c9+9m+J/TZgZyvO2RvWzea46eMOKZ+PVXAtcttKuaBqJVIcVTRSlyoVabQWuMlstrIME9qAh1pZfd5OavPs6vFp4ibB25fspDc7Gd5tOx3X7EX05lJDYRx2wyZ2EtwRzbL7c8X8Uf+b7Gc/+9m/FfZ7vTHBSrMT5JJW2+wvdCfN9ybOrzQ7md6yk+cDL3B9p78yOw4YQO7fjRlfxzlbGTpQPs33QnOdh2yzrDuJfmVrxxzp6riBqfQAtpPeuMH+8ntbO7neVQD3e48D99zvbe1zv7flWgR2Evv+930bKrEVnAOF5v1dygVKOqGSNOpWqu2sjAlsmK7jtllvHGDHAGnvGsLqGj4s5gNgK+r9/PZ6wTi3tT/31b1f4Xt+L3jvu8ehDeC7dsTj0HfP/d44AthS4qL0q3/Qrab09x/stqW5fp8VAOwcdvBwxnOli94hnXxOv88GA+5pT3uabrnlF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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 355
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: nome [APP/View/Produtos/visualizar.ctp, line 356]Code Context                            <div class="mr-auto">

                                <h6 class="titulo"><?= $produto['nome'] ?></h6>

                                <h6 class="titulo-cortado"><?= wordwrap($produto['nome'], 25, "<br />\n", true) ?></h6>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 356
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: id [APP/View/Produtos/visualizar.ctp, line 369]

Code Context

                                <?php } else { ?>

                                    <a href="<?= $this->base ?>/login">

                                        <div id="adicionarFavoritos" class="HeartAnimation" data-favorito-produto-id="<?= $produto['id'] ?>">

$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2

include - APP/View/Produtos/visualizar.ctp, line 369
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

Notice (8): Undefined index: valor_venda_minimo [APP/View/Produtos/visualizar.ctp, line 386]Code Context                                        <div class="a-partir-de" style="font-size: 12px;">A partir de:</div>

                                    <?php } ?>

                                    <div class="valor-por">R$ <?= $this->Formatacao->formataMoeda($produto['valor_venda_minimo']); ?></div>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 386
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

0,00

Ver condições de pagamento

Notice (8): Undefined index: possui_variacao [APP/View/Produtos/visualizar.ctp, line 451]Code Context                </div>

            <?php } ?>

            <?php if ($produto['possui_variacao'] == 1) { ?>
$viewFile = '/home/lojaclick/public_html/app/View/Produtos/visualizar.ctp'
$dataForView = array(
	'produto' => array(
		'variacoes_quantidade_total' => (int) 0,
		'variacoes_quantidade' => array(),
		'variacoes_indice' => array()
	),
	'metaTitulo' => ' - Distribuidora CadFix',
	'configuracao' => array(
		'permitir_venda_estoque_insuficiente' => '1'
	),
	'enderecos' => array(),
	'exibirBtnFavoritos' => false,
	'metaTags' => 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall',
	'metaDescricao' => 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h',
	'formasPagamentosAtivas' => array(
		(int) 0 => array(
			'id' => '56970',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'forma_pagamento_id' => '2372481',
			'nome' => 'Finalizar Pedido',
			'plugin' => 'Ecommerce',
			'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
			'icone' => 'icone_pagamento.png',
			'foreign_key' => '1027',
			'ativo' => (int) 1,
			'padrao_sistema' => '0',
			'ordem' => '1',
			'bandeiras' => '',
			'LojasVirtuaisFormasPagamentosPersonalizada' => array(
				[maximum depth reached]
			),
			'tipo_pagamento' => null,
			'Bandeiras' => ''
		)
	),
	'codigosHTML' => array(),
	'categorias' => array(
		'code' => (int) 200,
		'status' => 'success',
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			),
			(int) 9 => array(
				[maximum depth reached]
			),
			(int) 10 => array(
				[maximum depth reached]
			),
			(int) 11 => array(
				[maximum depth reached]
			),
			(int) 12 => array(
				[maximum depth reached]
			),
			(int) 13 => array(
				[maximum depth reached]
			),
			(int) 14 => array(
				[maximum depth reached]
			),
			(int) 15 => array(
				[maximum depth reached]
			),
			(int) 16 => array(
				[maximum depth reached]
			),
			(int) 17 => array(
				[maximum depth reached]
			),
			(int) 18 => array(
				[maximum depth reached]
			),
			(int) 19 => array(
				[maximum depth reached]
			),
			(int) 20 => array(
				[maximum depth reached]
			),
			(int) 21 => array(
				[maximum depth reached]
			),
			(int) 22 => array(
				[maximum depth reached]
			),
			(int) 23 => array(
				[maximum depth reached]
			),
			(int) 24 => array(
				[maximum depth reached]
			),
			(int) 25 => array(
				[maximum depth reached]
			),
			(int) 26 => array(
				[maximum depth reached]
			),
			(int) 27 => array(
				[maximum depth reached]
			),
			(int) 28 => array(
				[maximum depth reached]
			),
			(int) 29 => array(
				[maximum depth reached]
			),
			(int) 30 => array(
				[maximum depth reached]
			),
			(int) 31 => array(
				[maximum depth reached]
			),
			(int) 32 => array(
				[maximum depth reached]
			),
			(int) 33 => array(
				[maximum depth reached]
			),
			(int) 34 => array(
				[maximum depth reached]
			),
			(int) 35 => array(
				[maximum depth reached]
			),
			(int) 36 => array(
				[maximum depth reached]
			),
			(int) 37 => array(
				[maximum depth reached]
			),
			(int) 38 => array(
				[maximum depth reached]
			)
		)
	),
	'categoriasDestaque' => array(),
	'paginas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => (int) 9,
			'total_paginas' => (int) 1,
			'total_registros_pagina' => (int) 9,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(
			(int) 0 => array(
				[maximum depth reached]
			),
			(int) 1 => array(
				[maximum depth reached]
			),
			(int) 2 => array(
				[maximum depth reached]
			),
			(int) 3 => array(
				[maximum depth reached]
			),
			(int) 4 => array(
				[maximum depth reached]
			),
			(int) 5 => array(
				[maximum depth reached]
			),
			(int) 6 => array(
				[maximum depth reached]
			),
			(int) 7 => array(
				[maximum depth reached]
			),
			(int) 8 => array(
				[maximum depth reached]
			)
		)
	),
	'marcas' => array(
		'code' => (int) 200,
		'status' => 'success',
		'meta' => array(
			'total_registros' => null,
			'total_paginas' => null,
			'total_registros_pagina' => null,
			'pagina_atual' => (int) 1,
			'limite_por_pagina' => (int) 100,
			'pagina_anterior' => null,
			'url_anterior' => null,
			'proxima_pagina' => null,
			'proxima_url' => null
		),
		'data' => array(),
		'error' => 'OK',
		'message' => 'Não há dados!'
	),
	'marcasDestaque' => array()
)
$produto = array(
	'variacoes_quantidade_total' => (int) 0,
	'variacoes_quantidade' => array(),
	'variacoes_indice' => array()
)
$metaTitulo = ' - Distribuidora CadFix'
$configuracao = array(
	'permitir_venda_estoque_insuficiente' => '1'
)
$enderecos = array()
$exibirBtnFavoritos = false
$metaTags = 'distribuidora de gesso, distribuidora drywall, loja de gesso em guaianases, loja de drywall em guaianases, loja de gesso em zona leste, loja de drywall em zona leste, gesso e drywall'
$metaDescricao = 'Telefone: (11) 2285-1118
Whatsapp: (11) 94745-2791

Horário de atendimento 
Segunda a Quinta: 07:00h às 17:00h 
Sexta: 07:00h às 16:00h
Sábado: 08:00h às 12:00h'
$formasPagamentosAtivas = array(
	(int) 0 => array(
		'id' => '56970',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'forma_pagamento_id' => '2372481',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
		'icone' => 'icone_pagamento.png',
		'foreign_key' => '1027',
		'ativo' => (int) 1,
		'padrao_sistema' => '0',
		'ordem' => '1',
		'bandeiras' => '',
		'LojasVirtuaisFormasPagamentosPersonalizada' => array(
			'id' => '1027',
			'empresa_id' => '202912',
			'loja_id' => '215928',
			'nome' => 'Finalizar Pedido',
			'loja_virtual_forma_pagamento_id' => '5697',
			'forma_pagamento_id' => '2372481',
			'nome_forma_pagamento' => 'À Combinar com o Vendedor',
			'desconto_a_vista' => '',
			'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
			'ativo' => '1',
			'usuario_id' => '430319',
			'nome_usuario' => 'ANDREA BRITEZ',
			'cadastrado_em' => '2021-10-28 16:45:56',
			'modificado_em' => '2022-09-20 09:38:39'
		),
		'tipo_pagamento' => null,
		'Bandeiras' => ''
	)
)
$codigosHTML = array()
$categorias = array(
	'code' => (int) 200,
	'status' => 'success',
	'data' => array(
		(int) 0 => array(
			'id' => '2138639',
			'grupo_pai_id' => '',
			'nome' => 'ALÇAPÕES',
			'url' => 'alcapoes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 1 => array(
			'id' => '2138640',
			'grupo_pai_id' => '',
			'nome' => 'ALICATES',
			'url' => 'alicates',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 2 => array(
			'id' => '2138641',
			'grupo_pai_id' => '',
			'nome' => 'ARAMES',
			'url' => 'arames',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 3 => array(
			'id' => '2138644',
			'grupo_pai_id' => '',
			'nome' => 'BANDEJAS',
			'url' => 'bandejas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 4 => array(
			'id' => '2138646',
			'grupo_pai_id' => '',
			'nome' => 'BROCAS',
			'url' => 'brocas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 5 => array(
			'id' => '2138647',
			'grupo_pai_id' => '',
			'nome' => 'BUCHAS',
			'url' => 'buchas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 6 => array(
			'id' => '2138649',
			'grupo_pai_id' => '',
			'nome' => 'CARRILHOS',
			'url' => 'carrilhos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 7 => array(
			'id' => '2138650',
			'grupo_pai_id' => '',
			'nome' => 'CHAPAS DRYWALL',
			'url' => 'chapas-drywall',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 8 => array(
			'id' => '2138651',
			'grupo_pai_id' => '',
			'nome' => 'CHAVES',
			'url' => 'chaves',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 9 => array(
			'id' => '2138657',
			'grupo_pai_id' => '',
			'nome' => 'DESEMPENADEIRAS',
			'url' => 'desempenadeiras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 10 => array(
			'id' => '2138634',
			'grupo_pai_id' => '',
			'nome' => 'DIVERSOS',
			'url' => 'diversos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 11 => array(
			'id' => '2138636',
			'grupo_pai_id' => '',
			'nome' => 'ELÉTRICA',
			'url' => 'eletrica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 12 => array(
			'id' => '2138633',
			'grupo_pai_id' => '',
			'nome' => 'EPI',
			'url' => 'epi',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 13 => array(
			'id' => '2138659',
			'grupo_pai_id' => '',
			'nome' => 'ESPÁTULAS',
			'url' => 'espatulas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 14 => array(
			'id' => '2138661',
			'grupo_pai_id' => '',
			'nome' => 'ESTOPAS E LÃS',
			'url' => 'estopas-e-las',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 15 => array(
			'id' => '2138643',
			'grupo_pai_id' => '',
			'nome' => 'FERRAGENS',
			'url' => 'ferragens',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 16 => array(
			'id' => '2138654',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS ELÉTRICAS',
			'url' => 'ferramentas-eletricas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 17 => array(
			'id' => '2138662',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS À PÓLVORA',
			'url' => 'ferramentas-a-polvora',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 18 => array(
			'id' => '2138653',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MANUAIS',
			'url' => 'ferramentas-manuais',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 19 => array(
			'id' => '2138660',
			'grupo_pai_id' => '',
			'nome' => 'FERRAMENTAS MEDIÇÃO',
			'url' => 'ferramentas-medicao',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 20 => array(
			'id' => '2138664',
			'grupo_pai_id' => '',
			'nome' => 'FITAS',
			'url' => 'fitas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 21 => array(
			'id' => '2138645',
			'grupo_pai_id' => '',
			'nome' => 'FORMAS 3D',
			'url' => 'formas-3d',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 22 => array(
			'id' => '2138635',
			'grupo_pai_id' => '',
			'nome' => 'HIDRÁULICA',
			'url' => 'hidraulica',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 23 => array(
			'id' => '2138637',
			'grupo_pai_id' => '',
			'nome' => 'IMPERMEABILIZANTES',
			'url' => 'impermeabilizantes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 24 => array(
			'id' => '2138638',
			'grupo_pai_id' => '',
			'nome' => 'LIMPEZA',
			'url' => 'limpeza',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 25 => array(
			'id' => '2138652',
			'grupo_pai_id' => '',
			'nome' => 'LIXAS',
			'url' => 'lixas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 26 => array(
			'id' => '2138666',
			'grupo_pai_id' => '',
			'nome' => 'LUMINÁRIAS',
			'url' => 'luminarias',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 27 => array(
			'id' => '2138655',
			'grupo_pai_id' => '',
			'nome' => 'MASSAS',
			'url' => 'massas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 28 => array(
			'id' => '2138668',
			'grupo_pai_id' => '',
			'nome' => 'PARAFUSOS',
			'url' => 'parafusos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 29 => array(
			'id' => '2138648',
			'grupo_pai_id' => '',
			'nome' => 'PERFIS METÁLICOS',
			'url' => 'perfis-metalicos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 30 => array(
			'id' => '2138656',
			'grupo_pai_id' => '',
			'nome' => 'PIGMENTOS',
			'url' => 'pigmentos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 31 => array(
			'id' => '2138663',
			'grupo_pai_id' => '',
			'nome' => 'PINOS',
			'url' => 'pinos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 32 => array(
			'id' => '2138669',
			'grupo_pai_id' => '',
			'nome' => 'PORTAS',
			'url' => 'portas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 33 => array(
			'id' => '2138670',
			'grupo_pai_id' => '',
			'nome' => 'PREGOS',
			'url' => 'pregos',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 34 => array(
			'id' => '2138671',
			'grupo_pai_id' => '',
			'nome' => 'REBITES',
			'url' => 'rebites',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 35 => array(
			'id' => '2138642',
			'grupo_pai_id' => '',
			'nome' => 'SERRAS E SERROTES',
			'url' => 'serras-e-serrotes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 36 => array(
			'id' => '2138682',
			'grupo_pai_id' => '',
			'nome' => 'TELAS',
			'url' => 'telas',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 37 => array(
			'id' => '2138683',
			'grupo_pai_id' => '',
			'nome' => 'TESOURAS',
			'url' => 'tesouras',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		),
		(int) 38 => array(
			'id' => '4652594',
			'grupo_pai_id' => '',
			'nome' => 'TINTAS E VERNIZES',
			'url' => 'tintas-e-vernizes',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'destaque_loja_virtual' => '0',
			'SubGrupos' => array([maximum depth reached])
		)
	)
)
$categoriasDestaque = array()
$paginas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => (int) 9,
		'total_paginas' => (int) 1,
		'total_registros_pagina' => (int) 9,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(
		(int) 0 => array(
			'id' => '11114',
			'tipo' => '',
			'nome' => 'Formas de Pagamento',
			'url' => 'formas-de-pagamento',
			'url_customizada' => '',
			'descricao' => '<p><img 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			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '1',
			'cadastrado_em' => '2022-01-18 14:31:45'
		),
		(int) 1 => array(
			'id' => '5109',
			'tipo' => '',
			'nome' => 'Quem Somos',
			'url' => 'quem-somos',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-justify">Com mais de 24 anos de atuação no ramo, a Distribuidora&nbsp;<strong>CA</strong><strong style="color: rgb(255, 153, 0);">D</strong><strong>FIX</strong>&nbsp;é referência no segmento de Gesso e Drywall. Em 2011, com o aumento do quadro societário por conta do matrimônio e somado a organização feminina, a empresa expandiu e hoje conta com um variado estoque de produtos com qualidade e preços convidativos.&nbsp;Temos orgulho em fornecer soluções em construção a seco, que é uma excelente alternativa na construção, com custo reduzido, rapidez e sustentabilidade. Nossos valores pessoais servem como guia e alicerce à estruturação da empresa. Buscamos estabelecer uma relação transparente e justa com os nossos clientes e fornecedores.</p><p>&nbsp;</p><p><strong>NOSSA MISSÃO</strong></p><ul><li>Garantir a excelência nos serviços prestados.</li><li>Estar preparado para atender clientes de pequeno, médio e grande porte, oferecendo soluções inteligentes.</li></ul><p>&nbsp;</p><p><strong>NOSSA VISÃO</strong></p><ul><li>Exercer a liderança no comércio de materiais de construção a seco, com foco no reconhecimento da qualidade de serviços, produtos e na competitividade dos nossos preços.</li></ul><p>&nbsp;</p><p><strong>NOSSOS VALORES</strong></p><ul><li>Ética</li><li>Humildade</li><li>Honestidade</li><li>Lealdade</li><li>Prontidão para mudanças</li><li>Agir de forma correta</li><li>Valorizar quem faz nossa empresa</li></ul>',
			'meta_titulo' => 'Quem Somos',
			'meta_palavras_chaves' => 'Quem Somos, Nossa Missão, Nossa Visão, Nossos Valores',
			'meta_descricao' => 'Quem Somos Quem Somos Quem Somos Quem Somos',
			'ativo' => '1',
			'ordem' => '2',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 2 => array(
			'id' => '5113',
			'tipo' => '',
			'nome' => 'Como Comprar',
			'url' => 'como-comprar',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;<br />
	contato@cadfix.com.br<span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></strong><br />
	&nbsp;</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	SAC - Serviço de Atendimento CADFIX</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 12px; width: 1px; height: 1px; overflow: hidden;">
	contato@cadfix.com.br</div>
<p>
	<br />
	1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</p>
<p>
	2. Assim que seu cadastro for efetuado, você receberá uma mensagem com o login e senha para acesso à Loja Virtual <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong>.</p>
<p>
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</p>
<p>
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar a quantidade, tamanho, cor, modelo, etc...</p>
<p>
	5. O pedido será analisado pelo departamento de vendas, que entrará em contato com você para a confirmação de recebimento do pedido, disponibilidade dos produtos selecionados e alinhamento da forma de pagamento e condições para entrega.</p>
<p>
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</p>
<p>
	<br />
	Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>,<strong> <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><span style="color:#ff8c00;">&nbsp;</span>ou acesse nosso <strong><a href="https://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;">FAQ</span></a></strong>, onde você encontrará respostas para as dúvidas mais frequentes.</p>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.1. Para efetuar compras no nosso site, será necessário enviar mensagem para o número (11) 94745-2791.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	2. Assim que seu cadastro for efetuado você receberá uma mensagem com o login e senha para acesso à Loja Virtual.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	3. Os pedidos devem ser feitos de acordo com o catálogo online vigente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	4. Para formular o seu pedido é necessário efetuar o login e, dentro da loja online, acessar a barra lateral esquerda onde contém a categoria e, em seguida, você poderá selecionar o modelo, as cores e a quantidade.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	5. O pedido será analisado pelo departamento de vendas que entrará em contato com você para a confirmação e alinhamento&nbsp; da forma de pagamento e condições para entrega.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	6. Você poderá acompanhar o seu pedido na sua área de cliente.</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	&nbsp;</div>
<div id="cke_pastebin" style="position: absolute; left: -1000px; top: 8px; width: 1px; height: 1px; overflow: hidden;">
	Para mais informações, consulte nossa Política de Compras, Política de Entregas, Política de Trocas e Devoluções e Política de Privacidade e Segurança.</div>',
			'meta_titulo' => 'Como Comprar 1',
			'meta_palavras_chaves' => 'Como Comprar, Compras',
			'meta_descricao' => 'Como Comprar Como Comprar Como Comprar Como Comprar',
			'ativo' => '1',
			'ordem' => '3',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 3 => array(
			'id' => '5112',
			'tipo' => '',
			'nome' => 'Dúvidas Frequentes (FAQ)',
			'url' => 'duvidas-frequentes-faq',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">SAC - Serviço de Atendimento CA<span style="color:#ff8c00;">D</span>FIX<br />
	contato@ca<span style="color:#ff8c00;">d</span>fix.com.br</span></strong></span></p>
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<br />
<span style="color:#ff8c00;"><strong>CADASTRO DE CLIENTE</strong></span><br />
<strong>Como criar uma Conta de Acesso?</strong><br />
Você pode se cadastrar enviando mensagem para o vendedor e solicitando o seu cadastramento como cliente. A criação de uma conta de acesso vai permitir sua navegação na Loja Virtual, simplificando o processo de compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>É possível alterar o meu e-mail cadastrado? É possível alterar o meu endereço de entrega?</strong><br />
Sim, sempre que necessário você deverá enviar os dados a serem alterados para o que o vendedor possa fazer essa atualização.<br />
<strong><span style="font-size:8px;">&nbsp;</span><br />
Como posso ter certeza de que é seguro dar meus dados pessoais ou informações do meu cartão de crédito?</strong><br />
A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> trata seus dados pessoais com avançados mecanismos de segurança e elevado grau de respeito por sua privacidade, bem como, as informações de cartões de crédito, que são repassadas diretamente às empresas processadoras de pagamento e às administradoras de cartão de crédito. Mais detalhes sobre este ponto podem ser vistos em nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong><b>.</b><br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Esqueci minha senha, o que fazer?</strong><br />
Na página de entrada, clique em &quot;Minha Conta&quot; e, em seguida, clique em &ldquo;Esqueci Minha Senha&rdquo;. Preencha seu e-mail ou CNPJ/CPF cadastrado. Um link para geração de nova senha será enviado para o e-mail cadastrado. Basta clicar no link, criar uma nova senha e voltar a utilizar a Loja Virtual normalmente.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>MEUS PEDIDOS</strong></span><br />
<strong>Consigo rastrear o minha compra?</strong><br />
Sim. As informações mais atualizadas sobre sua compra e a situação de entrega estão disponíveis em Meus Pedidos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso adicionar outro produto à compra que eu fiz?</strong><br />
Sim, você pode adicionar mais itens em seu pedido, desde que atendam os critérios descritos na&nbsp;<a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>, no item 6.2.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Não recebi todos os itens da minha compra. O que faço?</strong><br />
Entre em contato com o vendedor que finalizou sua compra ou no SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso efetuar uma Compra com CPF?</strong><br />
Sim. A compra poderá ser efetuada por pessoas físicas ou pessoas jurídicas, sem distinção.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para confirmar a disponibilidade de um produto no estoque?</strong><br />
A disponibilidade do produto será confirmada no ato de finalização da venda, pelo próprio vendedor.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qualquer pessoa pode receber o produto que eu comprei?</strong><br />
Sim, desde que seja maior de idade, esteja munido de um documento de identificação e assine o protocolo de entrega.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Existe um valor mínimo de pedido?</strong><br />
Sim. R$ 500,00 (para regiões até 100 km de distância) e R$ 1.000,00 (para regiões acima de 100 km de distância). Para mais informações, consulte o item 3, de nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso alterar o endereço da entrega?</strong><br />
Sim, mas somente antes de concluir a compra. Depois de finalizada, a compra não pode mais ser alterada. Em caso de dúvida, entre em contato com o vendedor que fez o seu atendimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como é calculado o frete para meu pedido?</strong><br />
O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores aos descritos acima. No caso de valores inferiores a estes citados, é considerado quando necessário, a cobrança de frete de: R$ 50,00 (para regiões até 100 km de distância) e R$ 100,00 (para regiões acima de 100 km de distância). Para mais informações, consulte a <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, item 13.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Eu consigo mandar uma parte da compra para um endereço e outra parte para outro?</strong><br />
Não. Todos os produtos adquiridos em determinada compra serão entregues conjuntamente, no mesmo endereço. Para enviar produtos para dois endereços diferentes, será necessário realizar duas compras diferentes, em momentos distintivos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso incluir ou excluir produtos do carrinho de compras?</strong><br />
Sim, mas apenas até a finalização da compra na Loja Virtual. Para incluir, basta clicar no mais e, para excluir, na lixeira. Para alterar a quantidade de produtos dentro do carrinho de compras é necessário que você coloque a quantidade (em números) que você deseja adquirir.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso retomar um carrinho de compras?</strong><br />
Sim, seu carrinho de compras ficará gravado e será possível recuperar para que o vendedor finalize a Venda.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PAGAMENTO</strong></span><br />
<strong>Quais são os meios de pagamentos disponíveis?</strong><br />
No momento, a Loja Virtual aceita Dinheiro em espécie, Cheques, PIX/TED/Transferência, Boletos e Cartões de Crédito e Débito emitidos no Brasil de bandeiras Mastercard<sup>&reg;</sup>, Visa<sup>&reg;</sup> e Elo<sup>&reg;</sup>. No futuro, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> pretende adotar outros meios de pagamento. Essas mudanças serão divulgadas em nossa Loja Virtual e refletidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;"><strong>Política de Compras</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Qual o procedimento se houver pagamento em duplicidade?</strong><br />
Você pode entrar em contato com o SAC ou pelos outros meios de atendimento disponibilizados. Neste contato, você poderá solicitar o cancelamento do pagamento duplicado. Após análise, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> requererá à operadora do cartão que faça o estorno, se devido.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o meu pagamento não for aprovado?</strong><br />
Você será notificado e deverá inserir outro meio de pagamento. Caso contrário, a compra será cancelada.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são as formas de parcelamento?</strong><br />
Atualmente trabalhamos com o parcelamento nas modalidades de cheques, boletos e cartões de crédito, no entanto, cada caso é analisado individualmente pelo setor financeiro. Solicite mais informações ao vendedor no ato da compra.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como solicito a segunda via da Nota Fiscal ou DANFE (Documento Auxiliar da Nota Fiscal Eletrônica)?</strong><br />
Basta entrar em contato com o SAC ou através dos outros meios de atendimento disponibilizados.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso utilizar meu cartão emitido no exterior?</strong><br />
Não, aceitamos apenas cartões de crédito emitidos no Brasil.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Quais são os prazos para estorno?</strong><br />
Os prazos para estorno ocorrerão de acordo com a opção de pagamento escolhida no momento da compra. Para mais detalhes sobre os prazos, consultar a&nbsp;&nbsp;</span></span><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes" style="font-family: arial, helvetica, sans-serif; font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Política de Trocas e Devoluções</strong></span></a><font face="arial, helvetica, sans-serif"><span style="font-size: 14px;">, no item 4.8.</span></font><br />
<span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">&nbsp;<br />
<span style="color:#ff8c00;"><strong>PRODUTOS</strong></span><br />
<strong>É possível encomendar um produto que não esteja à venda?</strong><br />
Sim. Há produtos que não estão disponíveis na Loja Virtual, mas que podem ser encomendados no nosso Canal de Vendas (11) 94745-2791.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Por que nem todos os produtos estão disponíveis para a compra?</strong><br />
A fim de manter um alto nível no atendimento aos seus clientes, a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> disponibilizará na Loja Virtual apenas determinados produtos.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>A Loja Virtual da CA<span style="color:#ff8c00;">D</span>FIX pratica ofertas relâmpago?</strong><br />
Sim, essas promoções serão sempre anunciadas em nossa Loja Virtual com destaque. Fique atento às ofertas disponíveis e cadastre seu número de WhatsApp para receber estas notificações.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>CANCELAMENTOS, TROCAS E DEVOLUÇÕES</strong></span><br />
<strong>Como trocar um produto do e-Commerce?</strong><br />
Para trocar um produto adquirido na Loja Virtual ou Televendas, siga as instruções descritas no item 4, da nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>E se o produto que eu tiver que trocar não tiver mais no estoque?</strong><br />
Providenciaremos o cancelamento da compra, nos termos do item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como devolver um produto com defeito? Como fazer devolução de um produto por arrependimento ou desistência?</strong><br />
Para fazer a devolução de um produto acesse nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>, para obter informações detalhadas sobre o procedimento.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Posso devolver um produto na loja física?</strong><br />
Sim, desde que o produto adquirido na Loja Virtual ou Televendas atenda as condições estabelecidas em nossa <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Como faço para cancelar minha compra?</strong><br />
Se você quiser cancelar sua compra, entre em contato com o vendedor que fez a finalização de seu pedido ou no SAC para solicitar o cancelamento. Nos dois casos, nossos atendentes orientarão o cliente com relação ao processo por completo.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Após o período de troca e devolução, se o produto estiver com defeito o que eu devo fazer?</strong><br />
Você deve entrar em contato direto com o fabricante. Caso tenha algum problema, entre em contato com o SAC.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Em que situações meu pedido pode ser cancelado?</strong><br />
Normalmente quando não há liberação do crédito por parte da administradora do cartão ou em caso de reprovação pelo setor financeiro da empresa. Em caso de dúvidas, consulte o vendedor.<br />
&nbsp;<br />
<span style="color:#ff8c00;"><strong>PREÇOS</strong></span><br />
<strong>Os preços para venda pela Loja Virtual e Televendas são os mesmos da Loja Física?</strong><br />
Não. Os preços apresentados na Loja Virtual e Televendas são diferentes da Loja Física. Para mais informações, consulte nossa <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-compras"><span style="color:#ff8c00;">Política de Compras</span></a></strong>, item 4.<br />
<span style="font-size:8px;">&nbsp;</span><br />
<strong>Se o preço praticado na Loja Virtual ou Televendas for menor que o da Loja Física, terei ressarcimento da diferença?</strong><br />
Não. Os preços são fixados de formas diferentes para a Loja Virtual, para o Televendas e para a Loja Física e a <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> não reembolsa nenhuma diferença de preço verificada entre suas diversas formas de atuação.</span></span>',
			'meta_titulo' => 'Dúvidas Frequentes 1',
			'meta_palavras_chaves' => 'Dúvidas Frequentes, Perguntas',
			'meta_descricao' => 'Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes  Dúvidas Frequentes',
			'ativo' => '1',
			'ordem' => '4',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 4 => array(
			'id' => '10174',
			'tipo' => '',
			'nome' => 'Política de Compras',
			'url' => 'politica-de-compras',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<span style="font-size:22px;"><strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong></span><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Compras, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Compras, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ffa500;">CLIQUE AQUI</span></a></span></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a>&nbsp;(Perguntas mais frequentes), bem como suas demais políticas: <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança de Dados</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/Termos-e-condicoes-gerais-de-uso_1409"><span style="color:#ff8c00;"><strong>CLIQUE AQUI</strong></span></a>). Sendo assim, as regras constantes neste documento, são válidas apenas para as compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;"><strong>https://distribuidoracadfix.loja.click</strong></span>/</a>).<br />
	<br />
	<strong>3. CONDIÇÕES GERAIS:</strong><br />
	As Condições Gerais de Compras são aplicáveis às propostas comerciais de compras de Produtos por Clientes da <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>.<br />
	Como descrito acima, esta empresa opera por 4 (quatro) canais de vendas: Loja Física, Loja Virtual, Televendas e Mercado Livre, sendo que os preços aplicados em cada um dos canais seguem parâmetros diversos.<br />
	São utilizados 3 (três) critérios para a elaborações dos valores da revenda de seus Produtos:<br />
	&nbsp;<br />
	3.1 VALOR DE DISTRIBUIDORA:<br />
	Os critérios considerados para que seja aplicado o valor de distribuidora são:</p>
<ul>
	<li>
		Pedido mínimo igual ou superior a R$ 500,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas no raio de até 100 km* de distância.</li>
	<li>
		Pedido mínimo igual ou superior a R$ 1.000,00 (exceto placas de gesso e perfis metálicos), para as regiões compreendidas além do raio de 100 km* de distância.</li>
</ul>
<p style="text-align: justify;">
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	&nbsp;<br />
	3.2 VALOR DE VAREJO:<br />
	O critério considerado para que seja aplicado o valor de varejo é:</p>
<ul>
	<li>
		Pedido mínimo inferior a R$ 500,00.</li>
</ul>
<p style="text-align: justify;">
	<br />
	3.3 VALOR DE MERCADO LIVRE:</p>
<ul>
	<li>
		Para elaboração do valor de venda de Produtos através do site do mercado livre é considerado o valor do(s) Produto(s), somado as taxas decorrentes do convênio de nossa empresa com o MERCADO PAGO e MERCADO ENVIOS.&nbsp;&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>4. PREÇOS PRATICADOS:</strong><br />
	As regras gerais, são válidas para todos os canais, porem cada um tem detalhes específicos que serão descritos a seguir:<br />
	&nbsp;<br />
	4.1 LOJA FÍSICA:<br />
	A Loja Física da empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, atende majoritariamente Clientes de compras com pedidos inferiores à R$ 500,00, nas condições descritas no item 3.1 deste documento. Portanto, os preços divulgados e praticados na Loja Física são considerados os preços de VAREJO. Para pedidos mínimos com valores iguais ou superiores a estes, serão aplicados os critérios de valor de DISTRIBUIDORA.<br />
	&nbsp;<br />
	4.2 LOJA VIRTUAL E DISTRIBUIDORA:<br />
	O canal de Televendas e a Loja Virtual é destinado para compras de valor mínimo igual ou superior a R$ 500,00 ou R$ 1.000,00, dependendo da distância (Conforme descrito no item 3.1 acima). Dessa forma os preços divulgados e praticados para as compras realizadas através desses canais é o preço de DISTRIBUIDORA. Pedidos com valores inferiores a estes, estarão sujeitos aos preços de VAREJO e cobrança de FRETE para entrega.<br />
	&nbsp;<br />
	4.3 MERCADO LIVRE:<br />
	As vendas realizadas através do site Mercado Livre (<strong><a href="http://www.mercadolivre.com.br/"><span style="color:#ff8c00;">www.mercadolivre.com.br</span></a></strong>), estão disponíveis para pessoas físicas e pessoas jurídicas, sem distinção, e os preços divulgados e praticados estão descritos acima, no item 3.3.<br />
	&nbsp;<br />
	Por questões comerciais e políticas da empresa, os preços promocionais aplicados na Loja Virtual ou Televendas não necessariamente se aplicam às compras efetuadas por outros canais de vendas. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de revisar, aprimorar, modificar e/ou atualizar os preços praticados, atendendo a critérios de necessidade, conveniência ou flutuações do mercado, sem necessidade de comunicação prévia e de acordo com os critérios estabelecidos pela empresa.<br />
	&nbsp;<br />
	<strong>5. CADASTRO:</strong>&nbsp;<br />
	Para efetuar compras na Loja Virtual ou Televendas, será necessário realizar um cadastro com o preenchimento correto das seguintes informações, para fins de emissão de notas e/ou boletos:</p>
<ul>
	<li>
		Dados da Empresa</li>
	<li>
		CNPJ</li>
	<li>
		Inscrição Estadual (quando houver)</li>
	<li>
		Dados de Cobrança</li>
	<li>
		Dados do Responsável (cópia de RG e CPF do proprietário ou um dos sócios)</li>
	<li>
		Endereço completo c/ CEP</li>
	<li>
		Endereço de e-mail</li>
	<li>
		Telefones de contato</li>
	<li>
		Referências Bancárias</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>IMPORTANTE:</strong><br />
	É importante saber que antes do pedido ser efetivado, as informações inseridas no cadastro estarão sujeitas à conferência e confirmação dos dados enviados. A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de consultar a situação financeira do Cliente e a cancelar, eventualmente, a proposta outrora aceita, em casos de restrições financeiras junto aos órgãos de proteção ao crédito.<br />
	Para as compras a serem realizadas de maneira Online, durante o cadastramento que é feito por nossos vendedores, é gerado um login e senha, para que o Cliente possa efetuar pedidos na Loja Virtual.<br />
	o login sempre seguirá o mesmo padrão: o nome de usuário será o e-mail fornecido pelo Cliente e a senha os 6 primeiros números de seu CNPJ ou CPF. Após o primeiro acesso, e para maior segurança, a senha deverá ser alterada.</p>
<p style="text-align: justify;">
	<strong>6. ORÇAMENTOS E PEDIDOS:</strong><br />
	6.1 ORÇAMENTOS</p>
<p style="text-align: justify;">
	O orçamento descreverá as condições específicas da negociação, bem como, a quantidade, o preço, a condição de pagamento, o prazo de entrega, a condição da entrega e a validade. Após o transcurso do prazo de vigência, uma nova proposta deverá ser solicitada pelo Cliente.&nbsp;<br />
	Com a aceitação da proposta, na sua última versão e dentro de seu prazo de validade, haverá a vinculação das partes às obrigações nela descritas.&nbsp;<br />
	A eventual alteração do orçamento após a sua aprovação, inclusive as alterações do detalhamento técnico (tamanho, modelo, cor, etc...) dos Produtos solicitados pelo Cliente, poderão acarretar a alteração dos preços dos Produtos, bem como dos prazos de entrega e demais condições comerciais.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de modificar os preços dos Produtos e formas de pagamentos a qualquer momento sem aviso prévio, sendo cobrado o preço apresentado pelo vendedor, no momento da finalização do seu orçamento.<br />
	&nbsp;<br />
	6.2 PEDIDOS<br />
	Os pedidos realizados através do Televendas devem ser feitos de acordo com o catálogo online e seus respectivos códigos, bem como os preços vigentes. O pedido será analisado pelo setor de vendas que em até 24 horas úteis entrará em contato com o Cliente para a confirmação.</p>
<ul>
	<li>
		O prazo para a entrega do pedido entrará em vigor apenas após a confirmação da finalização da compra. Após confirmado, o pedido será enviado para separação, empacotamento e, logo após, para o despacho.</li>
	<li>
		Caso o Cliente precise adicionar novos itens e o pedido anterior já foi finalizado, faz-se necessário fazer um novo pedido somente para esses itens, e entrar em contato novamente com o vendedor, solicitando que os dois pedidos sejam enviados juntos. No entanto, ressaltamos que para que esse segundo pedido complementar seja enviado juntamente com o primeiro, ele deverá ser feito dentro das 48 horas úteis anteriores a data prevista para entrega. Exemplo: Se a entrega do pedido &ldquo;A&rdquo; está prevista para uma sexta-feira e o Cliente lembrou que poderia pedir mais alguns itens, então será possível fazer um novo pedido &ldquo;B&rdquo; (com esses itens) até o quarta-feira.&nbsp;</li>
	<li>
		Caso a data deste novo pedido não esteja dentro das 48 horas úteis, a data de entrega do mesmo estará sujeita ao cronograma de entregas disposto no item 3.1 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><span style="color:#ff8c00;">Política de Entregas</span></a></strong>.</li>
	<li>
		Caso ocorra a indisponibilidade de um Produto em estoque, o vendedor entrará em contato com o Cliente para alinhar uma solução para o ocorrido. A princípio, o valor empregado ficará disponibilizado ao Cliente como um crédito VALE-COMPRAS.</li>
	<li>
		Todos os pedidos que forem realizados na Loja Virtual, nos finais de semana e feriados serão efetivados (processados) somente no decorrer do próximo dia útil.</li>
	<li>
		Em caso de alteração no endereço de entrega depois do pedido enviado, favor entrar em contato para validar o novo endereço de acordo com o número do pedido.</li>
	<li>
		A liberação do pedido estará sujeita à análise de crédito.&nbsp;</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>7. CANCELAMENTO DO PEDIDO POR PARTE DO CLIENTE:</strong><br />
	O cancelamento do pedido, total ou parcial, deverá ser feito diretamente com o vendedor, no prazo de 2 (dois) dias corridos após a confirmação do pedido.<br />
	Não serão aceitos cancelamentos após a expedição do pedido.<br />
	&nbsp;<br />
	<strong>8. CANCELAMENTO DO PEDIDO PELA EMPRESA:</strong><br />
	A <strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> poderá cancelar automaticamente a compra nas seguintes situações:</p>
<ul>
	<li>
		Para a primeira compra: não realização da transferência bancária, dentro do prazo estipulado.</li>
	<li>
		Inconsistência dos dados fornecidos no cadastro do Cliente.</li>
	<li>
		Divergência de dados cadastrais informados pelo Cliente.</li>
	<li>
		Fraude eletrônica.</li>
	<li>
		Comprovada má-fé do comprador com base em erro apresentado no sitio eletrônico e constatado pelas regulares políticas de mercado.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>9. PROMOÇÕES, CUPONS DE DESCONTO E VALES BRINDES:</strong><br />
	As campanhas promocionais oferecem determinados Produtos a preços inferiores aos usualmente praticados, com descontos aplicados ou outras condições. Essas promoções não serão cumulativas e poderão ser limitadas, conforme veiculado por todos os meios de divulgação. Os Produtos em promoção estarão limitados à disponibilidade em estoque.<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;reserva-se o direito de disponibilizar ou indisponibilizar promoções, cupons de desconto ou vale brindes sem aviso prévio.<br />
	&nbsp;<br />
	<strong>10. FORMAS DE PAGAMENTO:</strong><br />
	O pagamento <strong>NÃO</strong> será feito através da Loja Virtual, pois esta é <strong>SOMENTE</strong> para a realização do pedido. O pagamento será tratado diretamente com o vendedor, por isso a importância de os dados estarem corretos no cadastro para que seja possível o contato no ato de finalização da venda.<br />
	A forma de pagamento poderá ser realizada por meio de Boletos, Cheques, Cartão de Débito ou Crédito, PIX/TED/Transferência ou Pagamento em Espécie.&nbsp; No entanto, para que qualquer uma dessas formas venham a ser aceitas, o Comprador estará sujeito a uma análise prévia.<br />
	<strong>Não será permitida alteração na forma do pagamento, diversa da que foi acordada no ato da compra com o vendedor.</strong><br />
	&nbsp;<br />
	<strong>Para pagamentos com cartão de crédito:&nbsp;</strong></p>
<ul>
	<li>
		Nos casos de pagamento a vista ou parcelado o Cliente receberá um link do PagSeguro e será direcionado para uma página segura (SSL) onde serão preenchidos os dados do cartão (nome impresso, CPF, número, validade e código de segurança).</li>
	<li>
		A segurança da operação é garantida, pois os dados serão transmitidos diretamente aos servidores das operadoras de cartão de crédito, impedindo qualquer interceptação. A validação e autorização para pagamento com cartão de crédito é on-line, ou seja, é realizada automaticamente.</li>
	<li>
		O pagamento com cartão de credito poderá ser aceito nas compras acima de R$ 500,00, com a opção de credito à vista (após 30 dias) ou no caso de solicitação de parcelamento, considerar parcelas mínimas de R$ 250,00 podendo ser parcelado em até 2 (duas) vezes (sem encargos). Para parcelamentos acima do citado anteriormente, os encargos serão por conta do Cliente.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamento em boletos parcelados:</strong><br />
	Para faturamento parcelado, o CNPJ não poderá ter:</p>
<ul>
	<li>
		Registro inferior a 3 anos;</li>
	<li>
		Restrição financeira (independente do caso)</li>
	<li>
		Baixa movimentação ou nenhuma.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>Para pagamentos do ato da entrega:</strong><br />
	Neste caso o Cliente poderá pagar em cartão de débito, dinheiro em espécie e cheque(s). No caso de pagamento em cheque(s), essa opção deverá ser definida com o vendedor no ato da compra, para que seja liberado o recebimento dos cheques pelo motorista.<br />
	Os pedidos somente serão entregues mediante o pagamento, caso contrário o motorista trará os Produtos de volta para a empresa. Em casos excepcionais, quando o Cliente não puder efetivar o pagamento no momento da entrega da forma acordada previamente, ele deverá entrar em contato com empresa para que possa ser encontrada uma alternativa para o pagamento.<br />
	&nbsp;<br />
	<strong>11. COMPRAS REALIZADAS ATRAVES DA LOJA VIRTUAL:</strong><br />
	Buscamos máxima fidelidade na qualidade das fotos, podendo ocorrer pequenas variações de tonalidades em função de diferenças tecnológicas dos computadores ou dispositivos onde as fotos serão exibidas.<br />
	Para formular o pedido é necessário efetuar o login dentro da Loja Virtual, acessar a barra lateral esquerda, onde contém a categoria, para ser direcionado a tela dos Produtos, onde serão disponibilizadas as informações completas sobre: descrição do Produto, unidade de venda, quantidade na embalagem fechada e opção de selecionar a quantidade desejada.<br />
	Cada Produto selecionado será adicionado no carrinho de compras e após a finalização do pedido, o Cliente poderá confirmar todas as informações sobre seu carrinho de compras: nomes dos itens, quantidades, endereço de entrega e valor total da compra.<br />
	&nbsp;<br />
	<strong>12. COMPRAS PELO TELEFONE, WHATSAPP E E-MAIL:</strong><br />
	Os Clientes que optarem fazer seus pedidos por estes canais, precisarão fazer um cadastro, como descrito no item 5 deste documento, e após isso o vendedor dará prosseguimento no atendimento e efetuação do pedido.<br />
	Após a finalização da compra, será enviado uma mensagem para o Cliente com todas informações do pedido.<br />
	&nbsp;<br />
	<strong>13. VALOR DO FRETE:</strong><br />
	O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p>
<ul>
	<li>
		R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	No caso de valores inferiores a estes citados acima, é considerado a cobrança de frete de:</p>
<ul>
	<li>
		R$ 50,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li>
	<li>
		R$ 100,00 - Regiões compreendidas além do raio de distância de 100 km*.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Nas regiões compreendidas além do raio de distância de 250 km*, o pedido mínimo deverá ser igual ou superior a R$ 500,00 e a entrega será realizada por transportadora, sendo necessário a cotação junto a mesma, de acordo com o CEP de entrega.<br />
	&nbsp;<br />
	* Para o cálculo do raio de distância, será usado como base o endereço da sede da empresa.<br />
	<br />
	O valor de compra para ativar o Frete Grátis poderá ser alterado pela <strong>CADFIX</strong> a seu critério sem prévio aviso.</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '5',
			'cadastrado_em' => '2021-11-03 07:07:44'
		),
		(int) 5 => array(
			'id' => '10175',
			'tipo' => '',
			'nome' => 'Política de Entregas',
			'url' => 'politica-de-entregas',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Entregas, com base nos termos praticados pela empresa.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA<span style="color:#ff8c00;">D</span>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Entregas, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong style="text-align: justify;">CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<strong><a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color:#ff8c00;">CLIQUE AQUI</span></a></strong>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h</li>
</ul>
<p style="text-align: justify;">
	Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.<br />
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ&nbsp;</strong></span></a>(Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;">Política de Compras</span></strong></a>, <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>&nbsp;e a <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca"><span style="color:#ff8c00;">Política de Privacidade e Segurança</span></a></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.<br />
	&nbsp;<br />
	As compras realizadas por meio do site MERCADO LIVRE, serão entregues pela solução logística desta empresa, intitulada como MERCADO ENVIOS, e os termos e condições gerais de uso, podem ser consultados no próprio site (<a href="https://www.mercadopago.com.br/ajuda/termos-e-condicoes-do-mercadoenvios_1530">CLIQUE AQUI</a>). Sendo assim, as regras de entregas constante neste documento, são válidas apenas para as compras realizadas na nossa Loja Virtual (<strong><a href="https://distribuidoracadfix.loja.click/"><span style="color:#ff8c00;">https://distribuidoracadfix.loja.click/</span></a></strong>), Televendas e loja física.<br />
	&nbsp;<br />
	<strong>3. SERVIÇO DE ENTREGAS:</strong><br />
	A empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;- Produtos de Fixação</strong>, possui frota própria para entregas, sendo disponível para a cidade de São Paulo e demais municípios ao redor conhecidos como Grande São Paulo, bem como, algumas cidades do interior e litoral de Estado, dentro de um raio de distância pré estabelecido.<br />
	Nas situações em que o endereço do cliente ultrapassar a cobertura de atuação por raios de distância (bairros ou cidades atendidas) descrita abaixo, o Cliente deverá verificar junto ao vendedor a possibilidade de entrega por meio de envio por Correios ou transportadora.<br />
	&nbsp;<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não disponibiliza entrega de produtos, diretamente ou por meio de terceiros contratados, em outros países ou territórios estrangeiros.<br />
	&nbsp;<br />
	3.1 ENTREGAS VIA FROTA DA EMPRESA:<br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;efetua as entregas de Produtos sempre em dias úteis e em horário comercial, podendo haver variações em casos excepcionais. As entregas são realizadas de maneira regionalizada, através de um cronograma semanal, tanto para novos pedidos, quanto para o caso de retirada de produto em situações de trocas e devoluções. Segue abaixo o cronograma praticado pela empresa:<br />
	&nbsp;<br />
	<strong>SEGUNDA-FEIRA (CENTRO E NORTE):</strong></p>
<ul>
	<li>
		Região Central de São Paulo, Caieiras, Cajamar, Francisco Morato, Franco da Rocha, Mairiporã e Bragança Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>TERÇA-FEIRA:</strong></p>
<ul>
	<li>
		Interior de São Paulo</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUARTA-FEIRA (REGIÃO SUL E SUDESTE):</strong></p>
<ul>
	<li>
		Diadema, Mauá, Ribeirão Pires, Rio Grande da Serra, Santo André, São Bernardo do Campo e São Caetano do Sul e Litoral Sul.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>QUINTA-FEIRA (REGIÃO OESTE E SUDOESTE):</strong></p>
<ul>
	<li>
		Barueri, Carapicuíba, Itapevi, Jandira, Osasco, Pirapora do Bom Jesus e Santana de Parnaíba, Cotia, Embu das Artes, Embu-Guaçu, Itapecerica da Serra, Juquitiba, São Lourenço da Serra, Taboão da Serra e Vargem Grande Paulista.</li>
</ul>
<p style="text-align: justify;">
	<br />
	<strong>SEXTA-FEIRA (REGIÃO LESTE):</strong></p>
<ul>
	<li>
		Arujá, Biritiba-Mirim, Ferraz de Vasconcelos, Guararema, Guarulhos, Itaquaquecetuba, Mogi das Cruzes, Poá, Salesópolis, Santa Isabel e Suzano.</li>
</ul>
<p style="text-align: justify;">
	<br />
	* Caso a sua região não esteja mencionada em nossa lista, consulte um de nossos vendedores.<br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos, no prazo estabelecido e no endereço informado pelo Cliente. Caso não seja possível realizar a entrega dos Produtos por ausência do Cliente, de pessoa autorizada, por restrições do horário de recebimento ou por limitações físicas que impeçam a entrega ou, ainda, por erro do Cliente em indicar o local correto da entrega no ato da compra dos Produtos, o motorista fará mais uma tentativa. Caso as (2) duas tentativas de entrega fracassem, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	3.2 ENTREGAS VIA CORREIOS:<br />
	Se a região de entrega não estiver dentro da cobertura de atuação por raios de distância pré estabelecida pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, poderá haver a possibilidade de entrega via correios, através da opção de PAC ou SEDEX. Nesse caso, o pacote a ser enviado deve obedecer a algumas condições:</p>
<ul>
	<li>
		Pedidos com valores inferiores a R$ 3.000,00</li>
	<li>
		50 quilos (para dentro do estado) ou 30 quilos (se o destino for outro estado);</li>
	<li>
		Até 100 cm de comprimento.</li>
</ul>
<p style="text-align: justify;">
	&nbsp;<br />
	Sendo esse tipo de entrega um serviço pago e efetuado por terceiros (Correios), no ato da finalização da compra, essa situação deverá ser alinhada previamente com o vendedor. O valor do serviço será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	Os Correios possuem como política efetuar até duas (2) tentativas de entrega para PAC e até 3 (três) tentativas de entrega para SEDEX. Caso as tentativas de entrega sejam frustradas, o objeto ficará disponível para entrega na agência mais próxima do endereço do destinatário, pelo prazo de sete dias corridos. Após este prazo o objeto será devolvido ao remetente, o Cliente será notificado do cancelamento do pedido, os produtos adquiridos serão devolvidos à empresa e o reembolso ocorrerá nos mesmos termos previstos no item 4.5 da <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;"><strong>Política de Trocas e Devoluções</strong></span></a> e, uma nova taxa de frete será cobrada para reenvio dos produtos.<br />
	Em caso de greve total ou parcial dos Correios, as entregas estarão sujeitas a prazos superiores àqueles indicados no pedido, além disso, os Correios podem solicitar ao destinatário a retirada da encomenda na agência mais próxima, sendo esta uma decisão dos Correios e visando mitigar os impactos da greve sobre as entregas.<br />
	&nbsp;<br />
	3.3 ENTREGAS VIA TRANSPORTADORA:<br />
	Para os casos que seja necessário a entrega via transportadora, essa situação deverá ser alinhada previamente com o setor comercial, no ato da finalização da compra. Como esse também é um serviço efetuado por terceiros, o valor será calculado caso a caso, sendo considerado o valor da nota, bem como, o peso e tipo de mercadoria.<br />
	&nbsp;<br />
	Em todas as situações, o prazo para entrega será disponibilizado pelo vendedor levando-se em consideração a forma de entrega, o estoque, o tempo de separação do produto, de acordo com o cronograma de entrega divulgado acima ou o envio por outros meios, como por exemplo, PAC/SEDEX ou Transportadora.<br />
	&nbsp;<br />
	<strong>4. CONDIÇÕES DA ENTREGA:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;entregará os Produtos adquiridos em sua embalagem original. Considerando que os entregadores não são autorizados a montar, instalar ou desmontar os Produtos, retirar portas ou janelas, transportar os Produtos por escadarias ou içá-los pela parte externa do edifício ou, ainda, realizar qualquer atividade que seja diversa da simples entrega do Produto, é necessário que o consumidor se certifique que as dimensões do Produto são compatíveis com as dimensões das portas, elevadores, passagens e corredores do local de entrega por ele escolhido.<br />
	Para que a entrega seja realizada, é necessário que o Cliente autorize uma pessoa maior de 18 anos (amigos, parentes, porteiros ou outra) para receber e conferir os produtos e assinar o respectivo protocolo. O serviço de entrega não inclui qualquer outra atividade por parte dos entregadores, estando a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;isenta de qualquer obrigação de instalação, montagem, desmontagem ou teste dos produtos adquiridos e entregues.<br />
	&nbsp;<br />
	<strong>5. RECUSA DE RECEBIMENTO:</strong><br />
	O Cliente poderá e deverá verificar os seguintes aspectos no momento do recebimento:</p>
<ul>
	<li>
		Se a embalagem estiver aberta, violada ou danificada;</li>
	<li>
		Se o Produto estiver avariado pelo transporte, aberto, violado ou usado;</li>
	<li>
		Se os Produtos entregues não corresponderem aos Produtos adquiridos pela Loja Virtual ou Televendas; ou, ainda, se o conteúdo das embalagens estiver incompleto, sem partes ou acessórios dos produtos adquiridos.</li>
</ul>
<p style="text-align: justify;">
	Em caso de qualquer divergência, o Cliente deverá recusar-se a receber o Produto em questão e entrar em contato com o SAC (Serviço de Atendimento ao Consumidor), para imediata solução do problema identificado. Caso haja o recebimento indevido do produto, o Cliente poderá requerer sua troca apenas nos casos previstos na <strong><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></strong>.<br />
	&nbsp;<br />
	<strong>6. DEVOLUÇÃO POR ERRO NO CADASTRO:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza caso o pedido seja entregue no endereço incorreto por erro de cadastramento. Os dados cadastrais são de inteira responsabilidade do cliente. Caso haja algum problema na entrega dos produtos por erro no endereço cadastrado, o custo de reenvio dos produtos será de responsabilidade do cliente.<br />
	&nbsp;<br />
	<strong>7. DEVOLUÇÃO POR ERRO NO PEDIDO EFETUADO PELO CLIENTE:</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não se responsabiliza por erros cometidos no momento da escolha do produto na Loja Virtual ou Televendas. Por isso, antes de finalizar o pedido, o Cliente deve conferir os produtos, quantidades, modelos, tamanhos, cores e medidas e, apenas após se certificar de estar tudo de acordo com sua vontade, finalizar o pedido. Não serão aceitas devolução por produtos que foram selecionados errados (por ex: cor, medida, modelo).<br />
	&nbsp;<br />
	<strong>8. DIVERSOS:</strong><br />
	Atrasos: Algumas situações excepcionais podem causar atrasos na entrega dos Produtos adquiridos, como a indicação de um endereço errado, incompleto ou inexistente ou a ocorrência de fatores naturais (chuvas, enchentes) ou humanos (greves, manifestações, acidentes), conhecidos como eventos de caso fortuito e força maior. Nestes casos, será feito o possível para manter o Cliente informado com relação ao problema que causou o atraso e para efetivar a entrega no menor prazo possível.<br />
	Alertas: A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;poderá enviar e-mails ou mensagens via WhatsApp ao Cliente a fim de informar qualquer alteração no processo de entrega de seu pedido, como a saída dos produtos do centro de distribuição, o deslocamento pela cidade, o horário estimado de entrega, eventuais atrasos, entre outros.<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '6',
			'cadastrado_em' => '2021-11-03 07:08:08'
		),
		(int) 6 => array(
			'id' => '5110',
			'tipo' => '',
			'nome' => 'Política de Trocas e Devoluções',
			'url' => 'politica-de-trocas-e-devolucoes',
			'url_customizada' => '',
			'descricao' => '<p class="ql-align-center"><strong>SAC - Serviço de Atendimento CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong></p><p class="ql-align-center">contato@ca<strong style="color: rgb(255, 140, 0);">d</strong><strong>fix.com.br</strong></p><p class="ql-align-center">&nbsp;</p><p class="ql-align-justify">Nosso compromisso é sua total satisfação nas compras realizadas em nossa empresa. Visando uma parceria de respeito e confiança, criamos a Política de Troca e Devolução de Produtos, nos termos do Art. 26º e do Art. 49º do Código de Defesa do Consumidor.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>1. IDENTIFICAÇÃO:</strong></p><p class="ql-align-justify">A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa <strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX - Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual nº 144.354.625.118.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>2. CONTATO:</strong></p><p class="ql-align-justify">Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Troca e Devolução de Produtos, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p><ul><li>Presencialmente, na loja física&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li><li>Pelo SAC: contato@cadfix.com.br.</li><li>Pelo Televendas: (11) 94745-2791.</li><li>Pelo Chat da Loja Virtual.</li><li>Pelo formulário de contato do site (<a href="https://distribuidoracadfix.loja.click/pagina/fale-conosco" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>).&nbsp;</li></ul><p class="ql-align-justify">O horário de atendimento comercial é:</p><ul><li>Segunda a quinta-feira: das 07:00h às 17:00h</li><li>Sextas-Feiras: das 07:00h às 16:00h</li></ul><p class="ql-align-justify">Em todos os casos, o Cliente receberá, pelo mesmo canal de comunicação, uma confirmação do recebimento da sua demanda, no prazo máximo de 24 horas úteis.</p><p class="ql-align-justify">Além disso, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>FAQ</strong></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Compras</strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a> e a <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-privacidade-e-seguranca" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Privacidade e Segurança</strong></a>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais divulgados acima.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">As trocas e devoluções de compras realizadas por meio do site MERCADO LIVRE, serão regidas pelos termos e condições gerais de uso, que podem ser consultados no próprio site (<a href="http://www.mercadolivre.com.br/ajuda/5253" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>). Sendo assim, as regras gerais constantes neste documento, são válidas apenas para as trocas e devoluções de compras realizadas na Loja Física, Televendas e Loja Virtual (<a href="http://distribuidoracadfix.loja.click/" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>https://distribuidoracadfix.loja.click/</strong></a>).</p><p class="ql-align-justify">Qualquer ocorrência que envolvam troca ou devolução devem ser comunicadas previamente ao SAC. Produto devolvido sem essa comunicação, fora do prazo ou com ausência de itens e ou acessórios que o acompanhem, será reenviado ao Cliente.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>3. MODALIDADES DE TROCA OU DEVOLUÇÃO:</strong></p><p class="ql-align-justify">Em atendimento à legislação de proteção e defesa do consumidor, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;disponibiliza 2 (duas) modalidades de troca ou devolução de Produtos:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR ARREPENDIMENTO DO CLIENTE: </strong>De acordo com o Art. 49, do Código de Defesa do Consumidor, a devolução ou troca de um Produto, somente é válido para compras realizadas em ambiente online (Loja Virtual e Televendas). Esse direito não se aplica as vendas realizadas na Loja Física. Caso se arrependa de uma compra realizada, o Cliente poderá entrar em contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;por meio de um dos canais de comunicação divulgados acima e requerer o cancelamento da compra. O Cliente terá 7 (sete) dias corridos, contados a partir da data de recebimento do Produto, para informar seu arrependimento.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>DEVOLUÇÃO OU TROCA POR DEFEITO DE FABRICAÇÃO NO PRODUTO:</strong> Se o Produto adquirido apresentar algum defeito, o Cliente poderá solicitar por meio de um dos canais de comunicação divulgados acima, a sua troca ou devolução, no entanto, os prazos são diferentes.</p><p class="ql-align-justify">No caso de um defeito aparente, ou seja, aquele que o Cliente consegue identificar assim que recebe ou que inicia a utilização do Produto (ex: riscos, rachaduras, barulho estranho, itens faltando, etc...), o prazo legal é de 7 (sete) dias corridos, contados da data de recebimento do Produto, para informar a existência da situação e requerer a troca ou a devolução.</p><p class="ql-align-justify">A troca ou devolução do Produto após o prazo de 7 (sete) dias corridos, contados da data de recebimento do Produto e até o limite da garantia legal (30 dias para bens não duráveis e 90 dias para bens duráveis), devido a um defeito oculto, ocorrerá mediante a apresentação de fotos e vídeos das evidencias (apresentando o defeito) ou laudo da assistência técnica (para o caso de ferramentas elétricas), para que a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;dê andamento no pedido de troca.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify"><strong>Não aceitamos troca ou devolução de mercadorias em saldão, sobra de obra ou erro na hora da compra. </strong></p><p class="ql-align-justify">No caso de <strong>compras efetuadas para revenda</strong>, desde que alinhado previamente com a gerência, poderá ser considerado a troca das mercadorias que não foram vendidas, sendo gerado um <strong>crédito para aquisição de novos produtos</strong>.</p><p class="ql-align-justify">Se os prazos legais terminarem em um sábado, domingo ou feriado, o Cliente poderá reportar a existência do defeito até o primeiro dia útil subsequente. Nos casos de defeitos de fabricação, ao término da garantia legal (90 dias), o Cliente deverá se valer da garantia fornecida pelo fabricante, nos termos do certificado de garantia que acompanha o Produto e com suporte na nota fiscal original.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>4. PROCEDIMENTOS PARA EFETUAR A TROCA OU DEVOLUÇÃO (POR DEFEITOS, AVARIAS ou ARREPENDIMENTO):</strong></p><p class="ql-align-justify">Toda solicitação de troca ou devolução de Produtos, seja por Arrependimento de Compra ou se for constatado algum defeito ou avaria, será efetuada com respaldo no Código de Defesa do Consumidor (CDC), mediante algumas condições:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.1 Contato com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><p class="ql-align-justify">Para exercer seu direito legal de troca ou devolução do Produto, o Cliente deverá contatar a empresa a fim de informar a situação. É importante que o Cliente informe neste contato o número do pedido ou da nota fiscal e o nome completo do Produto e o motivo da sua solicitação.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.2 Envio do Produto à Empresa:</p><p class="ql-align-justify">O Cliente deverá escolher dentre as opções listadas abaixo, a melhor forma para a devolução do Produto à&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>:</p><ul><li>Entregando-o na loja física da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, situada na Rua dos Cunhas, 60, Guaianases, São Paulo/SP, com a respectiva nota fiscal de aquisição ou pedido de vendas (para compras em loja física, e-commerce e televendas).</li><li>No caso de postagem, o Cliente deverá se dirigir a uma agência dos Correios, levando o Código de Autorização, disponibilizado no e-mail cadastrado no ato da compra, e o Produto para postagem. Conforme regra dos Correios, o Cliente deverá preencher a Declaração de Conteúdo disponível nas agências dos Correios (<a href="http://www.correios.com.br/enviar/encomendas/arquivo/nacional/formulario-declaracao-de-conteudo-a5/view" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>CLIQUE AQUI</strong></a>), que será anexada na parte externa da embalagem, juntamente com o Produto que será postado.</li><li>No caso de Transportadora, deverá ser alinhado previamente com o setor comercial da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, para ser agendada a retirada.&nbsp;</li></ul><p class="ql-align-justify">A solicitação de retirada do Produto, ocorrerá mediante prévio agendamento e em consenso com o cronograma de entregas regionalizadas praticada pela empresa e descrito no item 3, da <a href="https://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entrega</strong></a><strong style="color: rgb(255, 140, 0);">s</strong>. Consulte o setor comercial para obter mais informações.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.3 Condições do(s) Produto(s):</p><p class="ql-align-justify">Para o prosseguimento do processo de troca ou devolução, seja por Arrependimento de Compra ou se for constatado algum Defeito ou Avaria, é necessário saber que para as duas situações descritas, as regras gerais são válidas, porém com algumas características distintas entre si:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>REGRAS GERAIS:</strong></p><ul><li>O Produto não poderá ser devolvido sem a devida comunicação prévia a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</li><li>O Cliente deve informar todos os itens da solicitação de troca ou devolução.</li><li>O Produto deve ser enviado juntamente com o Pedido de Vendas ou Nota Fiscal.</li><li>Nas compras realizadas através de CNPJ, a empresa/Cliente deverá emitir a Nota Fiscal de Devolução de acordo com a legislação vigente (em caso de dúvidas, deverá ser contatado um contador de confiança).</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE ARREPENDIMENTO DE COMPRA:</strong></p><ul><li>O Produto deverá estar na embalagem/caixa de origem, limpo, sem avarias e em condições de venda.</li><li>O Produto não pode apresentar indícios de uso.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PARA OS CASOS DE DEFEITOS OU AVARIAS:</strong></p><ul><li>O defeito apresentado no Produto deverá corresponder à descrição feita no ato da solicitação de troca ou devolução.</li><li>O Produto não pode apresentar sinais de uso indevido pelo Cliente.&nbsp;</li></ul><p class="ql-align-justify">A partir da confirmação da devolução do Produto na empresa, será feito uma análise, para verificar se estão dentro das condições descritas acima, e tem um prazo de 48h para uma posição. Caso o Produto não seja reparado no prazo de 30 (trinta) dias, ficará a critério do Cliente escolher dentre as seguintes alternativas listadas no item 4.5.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.4 Negativa da solicitação:</p><p class="ql-align-justify">Caso o Produto não esteja em condições adequadas conforme descrito no item 4.3, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente para informar que o Direito a Troca ou Devolução do Produto não poderá ser exercido, devendo o Cliente retirar o Produto em questão ou arcar com os custos de frete para nova entrega do Produto. Neste caso, o Cliente deverá obter informações com o setor responsável.</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">4.5 Aceitação da Troca ou Devolução:</p><p class="ql-align-justify">Caso o Produto esteja em condições adequadas, a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;notificará o Cliente a aceitação e validação das condições do Produto devolvido e permitirá que o Cliente opte por:</p><ul><li>Estorno no valor total do pagamento feito pelo Cliente (incluindo preço do Produto e frete).</li><li>Envio de Produto idêntico, da mesma marca, linha, modelo, tamanho, cor ou qualquer outra especificação, sem qualquer custo adicional.</li><li>Emissão de um Vale Compras no valor total do Produto, para utilização em compras futuras.</li><li>Troca por outro Produto, diferente do adquirido na primeira compra. Nessa situação é importante observar que, caso o Cliente queira um outro Produto diferente do que será trocado e com valor superior, a diferença deverá ser paga no ato da negociação. No entanto, caso o Cliente queira um outro Produto diferente do que será trocado e com valor inferior, a diferença não será devolvida, devendo o mesmo complementar a troca com outro item até que atinja o valor do Produto trocado.&nbsp;</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>IMPORTANTE:</strong></p><p class="ql-align-justify">Nos casos de reembolso financeiro, o valor a ser estornado, será o mesmo que foi pago pelo Cliente no ato da compra, ou seja, os pedidos que tiveram o benefício de desconto da modalidade VALE-COMPRA, serão considerados pelo valor que foi pago proporcionalmente no ato da finalização do pedido e não pelo valor do(s) Produto(s) anunciado. O prazo para reembolso será em até 24 horas após o aceite.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.6 Devolução do Valor do Frete:</p><p class="ql-align-justify">O frete é <strong>GRÁTIS</strong> para os pedidos mínimos iguais ou superiores a:</p><ul><li>R$ 500,00 - Regiões compreendidas dentro do raio de distância de 100 km*.</li><li>R$ 1.000,00 - Regiões compreendidas no raio de distância de 101 a 249 km*.</li></ul><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify">Portanto, em casos de reembolso do valor do pagamento feito pelo Cliente, o frete total ou parcial somente será reembolsado quando houve a efetiva cobrança do mesmo, ou seja, em pedidos com valores inferiores aos descritos acima ou no caso das regiões compreendidas além do raio de distância de 250 km e a entrega foi realizada por transportadora. É importante observar que a se o pedido atingiu o valor mínimo e estava dentro do raio de distância pré determinado pela empresa, NÃO foi efetuada a cobrança de frete.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.7 Reembolso no Cancelamento Parcial:</p><p class="ql-align-justify">Se a solicitação de troca ou devolução ocorrer com relação a apenas um dos itens adquiridos ou alguns Produtos constantes de um pedido, o reembolso financeiro será proporcional ao(s) item(s) devolvido(s), e o frete (caso tenha sido cobrado) será calculado com base no valor do frete pago e quantidade de itens devolvidos.</p><p class="ql-align-justify">4.8 Devolução de Pagamento Efetuado:</p><p class="ql-align-justify">O valor do Produto será devolvido de acordo com a forma de pagamento que foi escolhida pelo Cliente durante a compra. Se a opção de pagamento foi:</p><p class="ql-align-justify">&nbsp;</p><p class="ql-align-justify"><strong>CARTÃO DE CRÉDITO:</strong> A devolução de pagamentos feitos por cartão de crédito será realizada por meio de estorno do lançamento, a ser solicitado pela&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>&nbsp;à administradora do cartão de crédito utilizado em, no máximo, 72 (setenta e duas) horas após a aceitação e validação das condições do Produto devolvido. O prazo de efetivação do estorno é de exclusiva responsabilidade da administradora do cartão e será realizada de acordo com as regras e condições dessa empresa.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>BOLETO BANCÁRIO:</strong> Em compras efetuadas com a opção Boleto Bancário, os mesmos serão cancelados, não gerando nenhum ônus ao Cliente. Caso o reembolso financeiro incida apenas sobre alguns itens do pedido, os boletos remanescentes serão recalculados, sendo gerado novos boletos como o valor relativo aos itens que permaneceram com o Cliente.&nbsp;</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>PIX/TED/TRANSFERÊNCIA:</strong> Em compras efetuadas com a opção de PIX, TED ou Transferência Bancária, a restituição será efetuada da mesma maneira utilizada no momento da compra, em até 2 (dois) dias úteis, a contar do recebimento do Produto na loja da&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>.</p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>CHEQUE À VISTA OU PARCELADO:</strong> Se a opção de pagamento foi feita com cheque:</p><ul><li>Nos casos de pagamento de cheque à vista e o cheque já foi compensado, será restituído o valor equivalente ao Produto(s) devolvido(s) (por meio de PIX/TED/TRANSFERÊNCIA).</li><li>Nos casos de pagamento com cheques parcelados, em que um ou mais cheques já foram compensados, será restituído apenas o valor relativo ao pagamento do(s) Produto(s) devolvidos. Se a devolução for o total do pedido efetuado e, portanto, já ocorreu a compensação de um dos cheques, será restituído somente o cheque que já foi compensado e os cheques remanescentes serão anulados e devolvidos. Quando a devolução de Produtos for parcial, será feito um ajuste sobre o valor do Produto devolvido e os valores dos cheques que ainda estão para compensação, usando o mesmo critério descrito acima.</li></ul><p class="ql-align-justify"><br></p><p class="ql-align-justify">4.9 Prazos pra Concluir o Processo de Troca ou Devolução.</p><p class="ql-align-justify">O processo de troca e devolução do Produto, inicia-se imediatamente após o contato do Cliente com a&nbsp;<strong>CA</strong><strong style="color: rgb(255, 140, 0);">D</strong><strong>FIX</strong>, sendo responsabilidade do cliente a entrega ou o envio da mercadoria para a empresa dentro do prazo máximo de 7 (sete) dias corridos após a comunicação. Porém, caso seja solicitado a retirada do(s) item(s), é necessário observar o cronograma de entregas&nbsp;(Consulte nossa <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 140, 0);"><strong>Política de Entregas</strong></a>). Somente após a análise do Produto recebido, conforme descrito no item 4.3, será dado o prosseguimento das opções descritas no item 4.5.</p>',
			'meta_titulo' => 'Política de Trocas e Devoluções',
			'meta_palavras_chaves' => 'Trocas, Devoluções',
			'meta_descricao' => 'Política de Trocas e Devoluções',
			'ativo' => '1',
			'ordem' => '7',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 7 => array(
			'id' => '5111',
			'tipo' => '',
			'nome' => 'Política de Privacidade e Segurança de Dados',
			'url' => 'politica-de-privacidade-e-seguranca-de-dados',
			'url_customizada' => '',
			'descricao' => '<p style="text-align: center;">
	<strong style="font-size: 22px; text-align: center;"><span style="font-family: arial, helvetica, sans-serif;">SAC - Serviço de Atendimento CA<span style="color: rgb(255, 140, 0);">D</span>FIX<br />
	contato@ca<span style="color: rgb(255, 140, 0);">d</span>fix.com.br</span></strong><br />
	&nbsp;</p>
<p style="text-align: justify;">
	A&nbsp;<strong>CA<span style="color:#ff8c00;">D</span>FIX</strong> tem o compromisso com a segurança e a privacidade das informações dos usuários, respeitando os princípios éticos, bem como as previsões legais. Para a utilização da nossa Loja Virtual e Televendas, você concorda expressa e integralmente com esta Política de Privacidade e Segurança de Dados, que&nbsp;prevê as condições gerais de proteção de dados, de acordo com a Lei n&ordm; 13.853/2019, o Decreto n&ordm; 8.771/2016 e o Decreto n&ordm; 7.962/2013.<br />
	<strong>IMPORTANTE:&nbsp;</strong>Com a constante evolução do modelo de negócio, reservamos o direito de alterar esta Política de Privacidade e de Segurança de Dados a qualquer momento, mediante publicação da versão atualizada neste site.<br />
	&nbsp;<br />
	<strong>1. IDENTIFICAÇÃO:</strong><br />
	A loja física, a loja virtual e o setor de Televendas, são mantidos e operados pela empresa&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;<strong>- Produtos de Fixação</strong>, com sede localizada na Rua dos Cunhas, 60, Guaianases, São Paulo, SP, CEP: 08490-510, inscrita no CNPJ/MF sob o n. 22.013.815/0001-48 e com Inscrição Estadual n&ordm; 144.354.625.118.<br />
	&nbsp;<br />
	<strong>2. CONTATO:</strong><br />
	Caso o Cliente necessite de qualquer informação, esclarecimento ou atendimento com relação a esta Política de Privacidade e Segurança de Dados, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza o atendimento para receber todas as comunicações necessárias. O nosso atendimento opera por meios dos canais de comunicação listados abaixo:</p>
<ul>
	<li>
		Presencialmente, na loja física&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>, na Rua dos Cunhas, 60, Guaianases.</li>
	<li>
		Pelo SAC: contato@cadfix.com.br.</li>
	<li>
		Pelo Televendas: (11) 94745-2791.</li>
	<li>
		Pelo Chat da Loja Virtual.</li>
	<li>
		Pelo formulário de contato (<a href="http://distribuidoracadfix.loja.click/pagina/fale-conosco"><span style="color: rgb(255, 140, 0);"><strong><span style="font-family:arial,helvetica,sans-serif;">CLIQUE AQUI</span></strong></span></a>).</li>
</ul>
<p style="text-align: justify;">
	O horário de atendimento comercial é:</p>
<ul>
	<li>
		Segunda a quinta-feira: das 07:00h às 17:00h</li>
	<li>
		Sextas-Feiras: das 07:00h às 16:00h&nbsp;</li>
</ul>
<p style="text-align: justify;">
	Além disso, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;disponibiliza neste site uma seção de <a href="http://distribuidoracadfix.loja.click/pagina/duvidas-frequentes-faq"><span style="color:#ff8c00;"><strong>FAQ</strong></span></a> (Perguntas mais frequentes), bem como suas demais políticas: <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-compras"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Compras</span></span></strong></a>, <a href="http://distribuidoracadfix.loja.click/pagina/politica-de-entregas"><strong><span style="color:#ff8c00;"><span style="font-family:arial,helvetica,sans-serif;">Política de Entregas</span></span></strong></a> e a &nbsp;<strong><span style="font-family:arial,helvetica,sans-serif;"><a href="https://distribuidoracadfix.loja.click/pagina/politica-de-trocas-e-devolucoes"><span style="color:#ff8c00;">Política de Trocas e Devoluções</span></a></span></strong>. Todos estes documentos podem ser consultados de maneira online e esclarecimentos adicionais podem ser requeridos nos canais acima divulgados.<br />
	&nbsp;<br />
	<strong>1. Por que coletamos informações?</strong><br />
	A coleta de dados para elaboração de cadastro em nossa Loja Virtual e Televendas é realizada com o objetivo de:<br />
	a) autenticar o acesso do usuário;<br />
	h) informar o usuário sobre o status de seu pedido;<br />
	c) buscar meios para identificação em caso de uso de forma inadequada e/ou ilegal;<br />
	d) adequar meios para tornar o fornecimento de nossos produtos e a resolução de problemas de forma mais eficaz;<br />
	f) buscar o melhor conteúdo de acordo com a preferência do usuário;<br />
	Além disso, todas as informações pessoais e empresariais recolhidas, serão usadas para o ajudar a tornar a sua visita a nossa Loja Virtual o mais produtiva e agradável possível e serão tratadas em concordância com a Lei da Proteção de Dados Pessoais, (<a href="http://www.planalto.gov.br/ccivil_03/_ato2015-2018/2018/lei/L13709.htm"><span style="color:#ff8c00;"><strong>Lei n&ordm; 13.709, de 14 de agosto de 2018.</strong></span></a>)<br />
	&nbsp;<br />
	<strong>2. Quais dados são coletados?</strong><br />
	As informações pessoais recolhidas incluem seu nome, e-mail, número de telefone e/ou celular, e dados da pessoa jurídica que você representa, como CNPJ e razão social.<br />
	Também são coletados por nossos servidores os registros de acesso e de interações em nosso site (como o dispositivo, sistema, navegador e número IP usado para acesso; informações que identifiquem as interações do usuário, incluindo as preferências de consumo; informações de data, hora e localização do acesso dos usuários.<br />
	A plataforma de E-commerce utiliza cookies apenas para adicionar e manter os produtos dos clientes no Carrinho de compras, sem o objetivo de divulgar as informações a terceiros ou comercializá-las.<br />
	&nbsp;<br />
	<strong>3. Como tratamos desses dados e informações?</strong><br />
	De acordo com a Lei n&ordm; 13.853/2019, artigo 15, desenvolvemos nosso site e nossas aplicações de Internet de modo a promover a guarda dos seus registros de acesso, em ambiente controlado e de segurança, pelo prazo de 06 (seis) meses. Decorrido esse prazo de guarda, conforme o artigo 13, parágrafo 2&ordm;, inciso II, do Decreto n&ordm; 8.771/2016, os registros de acesso às aplicações de Internet são automaticamente excluídos; além disso, de acordo com o inciso III deste mesmo artigo, os dados serão excluídos tão logo atingida a finalidade de seu uso.<br />
	Os dados coletados através do nosso site e aplicações de Internet são tratados (coletados, armazenados, modificados e eliminados) por meio de práticas de hospedagem, processamento, backup e criptografia de qualidade, buscando a segurança e respeito para os nossos usuários; esses dados são sigilosos e de controle estrito, com inventário de acessos.<br />
	De qualquer forma, em que pese a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;debruçar os esforços necessários para garantir a segurança dos dados e informações, os usuários devem ter conhecimento de que não há sistema de segurança que afaste, por completo, acessos irregulares.<br />
	&nbsp;<br />
	<strong>4. Como são tratados os dados relativos às operações de pagamento?</strong><br />
	Todas &nbsp;os dados fornecidos pelo usuário para fins de pagamento são criptografados e a identificação do usuário, login e senha, é necessária para a operação.<br />
	Este procedimento pode ser confirmado pelo próprio usuário por meio da verificação de um &quot;cadeado fechado&quot; existente na página, o qual demonstra que as informações que trafegam através do nosso processo de compra-e-venda online são protegidas por HTTPS.<br />
	Em hipótese alguma, a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;fornecerá a terceiros quaisquer dados relativos ao pagamento realizado pelo usuário. Para o meio de pagamento através de link do PagSeguro, o usuário será redirecionado para o ambiente seguro do site da respectiva prestadora de serviço, onde seus dados serão enviados, deixando claro que a partir desse momento a plataforma de E-commerce da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não é responsável pela conclusão da transação.<br />
	&nbsp;<br />
	<strong>5. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;compartilha os dados dos usuários?</strong><br />
	A&nbsp;empresa apenas compartilhará os dados dos usuários nas seguintes situações:<br />
	a) mediante a autorização prévia do usuário;<br />
	b) para efetivar o fornecimento de seus serviços e produtos por meio de prestadores de serviços terceirizados, os quais se submetem à contratação que garantem o sigilo e a segurança dos dados dos usuários, eventualmente compartilhados (por exemplo, compartilhamento do endereço do usuário com a empresa responsável pela entrega dos produtos adquiridos em nosso site);<br />
	c) mediante ordem judicial ou solicitação do Ministério Público, de autoridade policial ou administrativa, nos termos do artigo 15, parágrafo 3&ordm;, da lei n&ordm; 12.965/14, e dos artigos 11 e 15 do Decreto n&ordm; 8.771/2016; caso seja necessário para o cumprimento de qualquer outra lei ou regulamentação governamental.<br />
	&nbsp;<br />
	<strong>6. Quem é responsável pelas informações?</strong><br />
	A responsabilidade pela veracidade, autenticidade, complementação, integridade e atualização das informações fornecidas será do próprio usuário. O usuário também tem o dever de zelar pelo sigilo de sua senha, sendo única e de uso próprio. Se, eventualmente, for identificada fraude em razão de violação de senha, sem qualquer relação com o sistema de segurança do site, a responsabilidade será exclusiva do respectivo usuário.<br />
	Caso haja qualquer violação, o usuário deverá efetuar a atualização de seu cadastro, bem como comunicar a&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;por meio dos contatos encontrados em nosso site.<br />
	É importante que o usuário procure não utilizar senhas óbvias, como sequência de números e letras ou com os respectivos nomes e data de aniversário; assim como trocar sua senha regularmente e não compartilhar com terceiros. O uso de programas e sistemas originais e atualizados também podem ajudar a garantir a segurança digital do próprio usuário.<br />
	&nbsp;<br />
	<strong>7. Como é realizada a comunicação entre a&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;e o usuário?</strong><br />
	A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;busca restringir a comunicação com seus usuários apenas para o que for necessário para atingir a finalidade, tendo em vista o respeito para com o usuário. Conforme descrito acima, por exemplo, faremos contato para a confirmação de cadastro, de compras, informar sobre promoções, etc...<br />
	Caso não tenha interesse no recebimento de mensagens sobre promoções e demais conteúdos meramente informativos, o usuário poderá solicitar ao vendedor o descadastramento através dos canais divulgados acima. Este cancelamento, no entanto, não abrange as confirmações de cadastro e compras, bem como sobre as atualizações de nossas Políticas.<br />
	<strong>IMPORTANTE:</strong> A&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;&nbsp;nunca solicitará dados de pagamento via e-mail ou contato telefônico, restringindo-se às operações de pagamento tradicionais, como por exemplo, Boletos, Cheques, PIX/TED/Transferência ou Pagamento em Espécie e, nos casos de pagamento por Cartão de Débito ou Crédito, através do link do PagSeguro<br />
	Desconfie de e-mails que contenham um cabeçalho e campo de remetente suspeitos ou com conteúdo estranho, mensagens que possuam erros de português, fotografias e logos com falha, endereços de e-mails sem identificação direta.<br />
	&nbsp;<br />
	<strong>8. A&nbsp;CA<span style="color: rgb(255, 140, 0);">D</span>FIX&nbsp;tem conexões com outros sites?</strong><br />
	Não. A Loja Virtual da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;não possui links de outros sites, parceiros e/ou colaboradores.<br />
	<br />
	<strong>9. Qual o prazo de funcionamento?</strong><br />
	A Loja Virtual&nbsp;da&nbsp;<strong>CA<span style="color: rgb(255, 140, 0);">D</span>FIX</strong>&nbsp;tem seu funcionamento por prazo indeterminado, podendo ainda, ser encerrada ou suspensa, por vontade da própria&nbsp;empresa, sem necessidade de concordância do usuário, nem de aviso prévio.<br />
	&nbsp;<br />
	<strong>10. Como são realizadas as alterações do site?</strong><br />
	As alterações de nossas Políticas podem ser realizadas a qualquer momento, a critério interno da empresa e serão informadas por meio da Loja Virtual, Canal de Venda ou e-mail cadastrado pelo usuário.<br />
	&nbsp;<br />
	&nbsp;</p>',
			'meta_titulo' => '',
			'meta_palavras_chaves' => '',
			'meta_descricao' => '',
			'ativo' => '1',
			'ordem' => '8',
			'cadastrado_em' => '2021-04-25 09:22:38'
		),
		(int) 8 => array(
			'id' => '5114',
			'tipo' => 'FC',
			'nome' => 'Fale Conosco',
			'url' => 'fale-conosco',
			'url_customizada' => '',
			'descricao' => 'Temos todo o prazer em ajudar. Preencha as informações abaixo e em breve entraremos em contato com você.',
			'meta_titulo' => 'Fale Conosco 1',
			'meta_palavras_chaves' => 'Fale Conosco, Atendimento',
			'meta_descricao' => 'Fale Conosco Fale Conosco Fale Conosco Fale Conosco Fale Conosco',
			'ativo' => '1',
			'ordem' => '9',
			'cadastrado_em' => '2021-04-25 09:22:38'
		)
	)
)
$marcas = array(
	'code' => (int) 200,
	'status' => 'success',
	'meta' => array(
		'total_registros' => null,
		'total_paginas' => null,
		'total_registros_pagina' => null,
		'pagina_atual' => (int) 1,
		'limite_por_pagina' => (int) 100,
		'pagina_anterior' => null,
		'url_anterior' => null,
		'proxima_pagina' => null,
		'proxima_url' => null
	),
	'data' => array(),
	'error' => 'OK',
	'message' => 'Não há dados!'
)
$marcasDestaque = array()
$formaPagamento = array(
	'id' => '56970',
	'empresa_id' => '202912',
	'loja_id' => '215928',
	'forma_pagamento_id' => '2372481',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'model' => 'LojasVirtuaisFormasPagamentosPersonalizada',
	'icone' => 'icone_pagamento.png',
	'foreign_key' => '1027',
	'ativo' => (int) 1,
	'padrao_sistema' => '0',
	'ordem' => '1',
	'bandeiras' => '',
	'LojasVirtuaisFormasPagamentosPersonalizada' => array(
		'id' => '1027',
		'empresa_id' => '202912',
		'loja_id' => '215928',
		'nome' => 'Finalizar Pedido',
		'loja_virtual_forma_pagamento_id' => '5697',
		'forma_pagamento_id' => '2372481',
		'nome_forma_pagamento' => 'À Combinar com o Vendedor',
		'desconto_a_vista' => '',
		'descricao' => 'Para finalizar essa venda, aguarde que o Setor de Vendas entrará em contato, para alinhar as condições de pagamento e informar a data da entrega.',
		'ativo' => '1',
		'usuario_id' => '430319',
		'nome_usuario' => 'ANDREA BRITEZ',
		'cadastrado_em' => '2021-10-28 16:45:56',
		'modificado_em' => '2022-09-20 09:38:39'
	),
	'tipo_pagamento' => null,
	'Bandeiras' => ''
)
$quantidadeEstoque = (int) 0
$compraLiberada = true
$detalhes = null
$estoquesVariacoes = array()
$caracteristicas = array()
$quantidadedisponivelVariacoes = array()
$qtdCompra = (int) 1
$formasPagamentoFormatada = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$mercadoPagoBCIndices = array()
$pagSeguroBCIndices = array()
$condicoesCartao = array()
$condicoesBoleto = array()
$condicoesPersonalizado = array(
	(int) 0 => array(
		'id' => '56970',
		'nome' => 'Finalizar Pedido',
		'plugin' => 'Ecommerce',
		'icone' => 'icone_pagamento.png',
		'recurso' => null,
		'parcelas' => (int) 1
	)
)
$tipos = array(
	(int) 0 => array(
		'nome' => 'Cartão de crédito',
		'tipo' => 'cartao-credito',
		'icone' => 'icon_pag_cartao.png'
	),
	(int) 1 => array(
		'nome' => 'Boleto bancário',
		'tipo' => 'boleto-bancario',
		'icone' => 'icon_pag_boleto.png'
	),
	(int) 2 => array(
		'nome' => 'Finalizar Pedido',
		'tipo' => 'finalizar-pedido',
		'icone' => 'icon_formas_pagamento.png'
	)
)
$condicao = array(
	'id' => '56970',
	'nome' => 'Finalizar Pedido',
	'plugin' => 'Ecommerce',
	'icone' => 'icone_pagamento.png',
	'recurso' => null,
	'parcelas' => (int) 1
)
$tipoCartaoBoleto = array(
	'cartao-credito' => array(),
	'boleto-bancario' => array()
)
$tipo = array(
	'nome' => 'Finalizar Pedido',
	'tipo' => 'finalizar-pedido',
	'icone' => 'icon_formas_pagamento.png'
)
$key = (int) 2
include - APP/View/Produtos/visualizar.ctp, line 451
View::_evaluate() - CORE/Cake/View/View.php, line 935
View::_render() - CORE/Cake/View/View.php, line 897
View::render() - CORE/Cake/View/View.php, line 466
Controller::render() - CORE/Cake/Controller/Controller.php, line 952
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 220
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 178
[main] - APP/webroot/index.php, line 110

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