Lanterna para Áreas de Risco Fenix WF05E - 85 Lúmens

<h2><span style="color:#000000;"><span style="font-size:22px;"><strong><span style="font-family:arial,helvetica,sans-serif;">Lanterna para &Aacute;reas de Risco&nbsp;Fenix WF05E - 85 L&uacute;mens</span></strong></span></span></h2> <p>&nbsp;</p> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">A Fenix WF05E &eacute; uma lanterna intrinsecamente segura, <strong>certificada pelo IECEx, ATEX e CSA</strong>, que pode ser utilizada com seguran&ccedil;a em &aacute;reas com risco de explos&atilde;o, exceto em minas subterr&acirc;neas. Compat&iacute;vel com a<strong> Zona 1 e Zona 2</strong>, onde h&aacute; mistura de gases explosivos pertencente ao IIA, IIB e IIC, e pode ser usado em &aacute;reas de poeira combust&iacute;vel: <strong>Zona 21 e Zona 22</strong> tamb&eacute;m, como petr&oacute;leo, ind&uacute;strias qu&iacute;micas e t&ecirc;xteis, controle de inc&ecirc;ndios, &aacute;reas metal&uacute;rgicas, esta&ccedil;&otilde;es de energia el&eacute;trica e &aacute;reas, f&aacute;bricas produtoras de papel, etc.</span></span></span></p> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">A<strong> Fenix WF05E</strong> &eacute; uma lanterna de alta qualidade, projetada para atender &agrave;s necessidades de ilumina&ccedil;&atilde;o em ambientes perigosos. Com uma classifica&ccedil;&atilde;o <strong>IP68</strong>, a lanterna &eacute; <strong>resistente &agrave; &aacute;gua e ao impacto</strong>, tornando-a uma escolha ideal para uso em condi&ccedil;&otilde;es adversas. A lanterna &eacute; alimentada por duas pilhas AA, que s&atilde;o inclu&iacute;das no pacote, e tem uma sa&iacute;da <strong>m&aacute;xima </strong>de <strong>85 lumens</strong>. Com um comprimento de 134,5 mm e uma largura de 19 mm, a lanterna &eacute; compacta e f&aacute;cil de transportar. Al&eacute;m disso, a lanterna &eacute; leve, pesando apenas 38 g, o que a torna confort&aacute;vel de usar por longos per&iacute;odos de tempo.</span></span></span></p> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Se voc&ecirc; est&aacute; procurando uma lanterna <strong>confi&aacute;vel </strong>e <strong>segura </strong>para uso em ambientes <strong>perigosos</strong>, a Fenix WF05E &eacute; uma excelente escolha. Com sua <strong>constru&ccedil;&atilde;o dur&aacute;vel</strong> e certifica&ccedil;&atilde;o de seguran&ccedil;a, voc&ecirc; pode ter certeza de que est&aacute; recebendo um produto de alta qualidade que atender&aacute; &agrave;s suas necessidades de ilumina&ccedil;&atilde;o.</span></span></span></p> <p>&nbsp;</p> <p style="margin: 0px 0px 10px; padding: 0px; color: rgb(102, 102, 102); font-family: Play; font-size: 12px;"><span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 16px;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: arial, helvetica, sans-serif;">S&eacute;rie WF</span></strong></span></span></span></p> <p style="margin: 0px 0px 10px; padding: 0px; color: rgb(102, 102, 102); font-family: Play; font-size: 12px;"><span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 16px;"><span style="margin: 0px; padding: 0px; font-family: arial, helvetica, sans-serif;">As lanternas da s&eacute;rie WF, s&atilde;o confi&aacute;veis e&nbsp;destinadas a&nbsp;&aacute;reas com&nbsp;risco de explos&atilde;o (exceto minas subterr&acirc;neas). Projetadas com material super duradouro, s&atilde;o excelentes companheiras para os seus trabalhos diarios em locais com risco elevado. Passaram nos testes e possuem certifica&ccedil;&atilde;o&nbsp;pela IECEx, ATEX e CSA</span></span></span></p> <p style="margin: 0px 0px 10px; padding: 0px; color: rgb(102, 102, 102); font-family: Play; font-size: 12px;">&nbsp;</p> <table border="1" style="width:600px;"> <tbody> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Modo</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Sa&iacute;da (Lumens)</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Dura&ccedil;&atilde;o</span></span></span></p> </td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Alto</span></span></p> </td> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">85</span></span></p> </td> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">11h 5min</span></span></p> </td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">M&eacute;dio</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">30</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">35h</span></span></span></p> </td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Baixo</span></span></p> </td> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">10</span></span></p> </td> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">80h</span></span></p> </td> </tr> </tbody> </table> <p>&nbsp;</p> <table border="1" style="width:600px;"> <tbody> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Dist&acirc;ncia M&aacute;xima (metros)</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">54</span></span></span></td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Intensidade (candelas)</span></span></p> </td> <td><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">724cd</span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Resist&ecirc;ncia a Impacto (metros)</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">1</span></span></span></td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Resist&ecirc;ncia a &aacute;gua</span></span></p> </td> <td><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">IP68</span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Peso</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">38g</span></span></span></td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Comprimento</span></span></p> </td> <td><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">134,5mm</span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Largura</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">19mm</span></span></span></td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Altura</span></span></p> </td> <td><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">14,9mm</span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Bateria</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">2x Pilhas AAA (INCLUSA)</span></span></span></td> </tr> <tr> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Itens Inclusos</span></span></p> </td> <td> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">2x Pilhas AAA,&nbsp;Anel de Veda&ccedil;&atilde;o, Corda para Pulso,&nbsp;Cart&atilde;o de Garantia,&nbsp;Manual de Usu&aacute;rio</span></span></p> </td> </tr> </tbody> </table> <p><strong><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">**PILHA INCLUSA**</span></span></strong></p> <p>&nbsp;</p> <p><img alt="" src="data:image/png;base64,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" style="height: 196px; width: 800px;" /></p> <p segoe="" ui="">&nbsp;</p> <p segoe="" ui=""><strong><span style="font-size: 16px;"><span style="font-family: Arial, Helvetica, sans-serif;">Sobre a Fenix</span></span></strong></p> <p segoe="" ui=""><span style="font-size: 16px;"><span style="font-family: Arial, Helvetica, sans-serif;">A Fenix &eacute; conhecida como uma das principais marcas de lanternas e equipamentos de ilumina&ccedil;&atilde;o de todo o mundo. Campe&atilde; dos principais pr&ecirc;mios mundiais por suas lanternas t&aacute;ticas de LED, ter um equipamento Fenix &eacute; sin&ocirc;nimo de&nbsp;seguran&ccedil;a, resist&ecirc;ncia e qualidade.</span></span></p> <p segoe="" ui=""><span style="font-size: 16px;"><span style="font-family: Arial, Helvetica, sans-serif;">Vendida em mais de 100 pa&iacute;ses ao redor do globo, a Fenix &eacute; uma marca inovadora, andando sempre na vanguarda da tecnologia de ilumina&ccedil;&atilde;o.<br /> As lanternas, bem como os outros produtos&nbsp;Fenix s&atilde;o as melhores op&ccedil;&otilde;es para ilumina&ccedil;&atilde;o de esportes de aventura, ca&ccedil;a, uso t&aacute;tico e pessoal.</span></span></p> <p segoe="" ui="">&nbsp;</p> <div><em style="color: rgb(0, 0, 0); font-family: inherit; font-size: 14px; text-align: justify; box-sizing: inherit; margin: 0px; padding: 0px; outline: 0px;"><u style="box-sizing: inherit; font-family: inherit; margin: 0px; padding: 0px; outline: 0px;"><strong style="box-sizing: inherit; font-family: inherit; margin: 0px; padding: 0px; outline: 0px;">Observa&ccedil;&otilde;es</strong>: Imagens meramente ilustrativas.</u></em></div>