Kit Porta Lisa Montada Mogno Direita 74 X 215 Cm Req 12 Cm Mgm

<div style="text-align: center;"><span style="font-size: 18px;"><b>Kit Porta Lisa Montada Mogno Direita 74 x 215 cm Req 12-16 cm MGM</b></span><br></div><div style="text-align: center;"><span style="font-size: 18px;"><span style="font-weight: bolder;"><br></span></span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">Preparação do vão&nbsp;</span></span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;"><br></span></span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">Vão para Instalação :&nbsp;</span>75x216 cm&nbsp;</span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">Lado da porta:&nbsp;</span>Esquerda</span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">Largura do Batente:&nbsp;</span>12 cm</span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">Regulagem da guarnição:&nbsp;</span>12 a 16 cm&nbsp;</span></div><div><span style="font-size: 18px;"><span style="font-weight: bolder;"><br></span></span></div><div><div style="font-size: 18px; font-weight: bold;">Itém 1:</div><div style="font-size: 18px;"><span style="font-weight: bolder;">a)</span>&nbsp;O vão onde será instalado o Produto, deve estar no Esquadro, Prumado</div><div style="font-size: 18px;">e Nivelado.</div><div style="font-size: 18px;"><span style="font-weight: bolder;">b)</span>&nbsp;O vão onde será instalado o Produto, deve estar com folga suficiente para</div><div style="font-size: 18px;">que o mesmo entre sem ser forçado, conforme a seguir:</div><div style="font-size: 18px;">Assentamento com grapas (chumbadores) aproximadamente</div><div style="font-size: 18px;">?1 cm em sua volta?.<br><br></div><div style="font-size: 18px;"><span style="font-weight: bolder;">Itém 2:</span></div><div><div style="font-size: 18px;">Método de instalação com espuma expansiva para o kit melamínico</div><div style="font-size: 18px;"><span style="font-weight: bolder;">a)</span>&nbsp;Colocar o produto no vão, preparado previamente (conforme item 1 deste</div><div style="font-size: 18px;">manual).</div><div style="font-size: 18px;"><span style="font-weight: bolder;">b)</span>&nbsp;Aprumar e nivelar o produto, utilizando cunhas ou calços, colocando-os nas</div><div style="font-size: 18px;">extremidades do produto. Manter a Folha da porta totalmente fechada.</div><div style="font-size: 18px;"><span style="font-weight: bolder;">c)</span>&nbsp;Aplicar a espuma expansiva e esperar o tempo de cura recomendado pelo</div><div style="font-size: 18px;">fabricante da espuma. Para garantir a eficiência da vedação, recomenda-se</div><div style="font-size: 18px;">a aplicação de silicone para proteger a espuma.</div><div style="font-size: 18px;"><br></div><div><div><span style="font-size: 18px;"><span style="font-weight: bolder;">d)&nbsp;</span>Retirar as travas 24 horas após o assentamento do batente para garantir a</span></div><div><span style="font-size: 18px;">secagem da espuma. Após a secagem, remover o excesso da espuma com</span></div><div><span style="font-size: 18px;">o auxílio de um estilete. As travas devem ser retiradas para montagem dos</span></div><div><span style="font-size: 18px;">alizares.</span></div></div><div style="font-size: 18px;"></div><div style="font-size: 18px;"><br></div><div style="font-size: 18px;"><div><span style="font-weight: bolder;">e)&nbsp;</span>Montagens dos alizares.</div><div>1° - instalação dos alizares externo direito e esquerdo (vertical);</div><div>2° - instalação do alizar externo superior (horizontal);</div><div>3° - instalações dos alizares interno direito e esquerdo (vertical);</div><div>4° - instalação do alizar interno superior (horizontal).</div><div><br></div><div></div><div></div><div><br></div><div><br></div></div><div style="font-size: 18px;"><span style="font-weight: bolder;">Itém 3&nbsp;</span><span style="font-weight: bolder;">Montagem da tranqueta para espelho da fechadura WC<br><br></span></div><div style="font-size: 18px;">Os acessórios para montagem da fechadura tipo WC se encontram em</div><div style="font-size: 18px;">um saquinho plástico anexo ao produto. Após o assentamento, deve-se colocar</div><div style="font-size: 18px;">os acessórios da fechadura na máquina já instalada na porta retirando os</div><div style="font-size: 18px;">parafusos do espelho para soltá-lo e proceder a colocação da tranqueta e arruela</div><div style="font-size: 18px;">de pressão conforme detalhes do desenho abaixo.</div><div style="font-size: 18px;"><img 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" 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