Botão Pulsador Achatado com Bloco de Iluminação 1NF Lukma

<h2 data-path-to-node="2"><span style="color:#e74c3c;"><span style="font-size:22px;">&#128280; <b data-index-in-node="3" data-path-to-node="2">Bot&atilde;o Pulsador Iluminado LED Vermelho - 1NF (C2PIF) - Linha LK6</b></span></span></h2> <h3 data-path-to-node="3"><span style="color:#000099;"><span style="font-size:20px;"><b data-index-in-node="0" data-path-to-node="3">Seguran&ccedil;a e Comando com Visualiza&ccedil;&atilde;o Instant&acirc;nea.</b></span></span></h3> <p data-path-to-node="4"><span style="font-size:16px;">Diferente dos modelos de partida (NA), este pulsador na cor <b data-index-in-node="60" data-path-to-node="4">Vermelha</b> vem equipado com um bloco de contato<b data-index-in-node="106" data-path-to-node="4">(1NF)</b>. Ele &eacute; amplamente utilizado para comandos de <b data-index-in-node="177" data-path-to-node="4">parada de motores</b>, desligamento de processos ou interrup&ccedil;&atilde;o de ciclos, onde o LED vermelho indica que o sistema est&aacute; energizado ou em condi&ccedil;&atilde;o de alerta.</span></p> <p data-path-to-node="5"><span style="font-size:16px;">O acionamento &eacute; do tipo <b data-index-in-node="24" data-path-to-node="5">pulsante</b> (retorno por mola), o que significa que o contato abre apenas enquanto o bot&atilde;o estiver pressionado, retornando ao estado fechado assim que solto.</span></p> <p data-path-to-node="5">&nbsp;</p> <h3 data-path-to-node="6"><span style="color:#000099;"><span style="font-size:20px;">&#9989; <b data-index-in-node="2" data-path-to-node="6">Destaques e Performance T&eacute;cnica</b></span></span></h3> <ul data-path-to-node="7"> <li> <p data-path-to-node="7,0,0"><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="7,0,0">Bloco 1NF Incluso:</b> Ideal para l&oacute;gicas de seguran&ccedil;a e desligamento.</span></p> </li> <li> <p data-path-to-node="7,1,0"><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="7,1,0">Ilumina&ccedil;&atilde;o LED de Alta Efici&ecirc;ncia:</b> Garante visibilidade clara do status de parada mesmo em ambientes industriais com poeira.</span></p> </li> <li> <p data-path-to-node="7,2,0"><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="7,2,0">Seguran&ccedil;a de Isola&ccedil;&atilde;o:</b> Suporta tens&atilde;o de isola&ccedil;&atilde;o de at&eacute; <b data-index-in-node="57" data-path-to-node="7,2,0">600 Vca</b> e for&ccedil;a de isolamento de <b data-index-in-node="90" data-path-to-node="7,2,0">2500 Vca</b>.</span></p> </li> <li> <p data-path-to-node="7,3,0"><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="7,3,0">Resist&ecirc;ncia Extrema:</b> Vida mec&acirc;nica de <b data-index-in-node="38" data-path-to-node="7,3,0">3.000.000 de ciclos</b> e resist&ecirc;ncia a vibra&ccedil;&otilde;es de at&eacute; <b data-index-in-node="91" data-path-to-node="7,3,0">10g</b>.</span></p> </li> <li> <p data-path-to-node="7,4,0"><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="7,4,0">Material:</b> Termopl&aacute;stico retardante de chamas e com prote&ccedil;&atilde;o UV.</span></p> </li> </ul> <hr data-path-to-node="8" /> <h3 data-path-to-node="9"><span style="color:#000099;"><span style="font-size:20px;">&#128207; <b data-index-in-node="3" data-path-to-node="9">Medidas e Dados Log&iacute;sticos</b></span></span></h3> <p data-path-to-node="10"><span style="font-size:16px;">Para o seu cadastro de almoxarifado ou c&aacute;lculo de frete:</span></p> <table data-path-to-node="11"> <thead> <tr> <td><span style="font-size:16px;"><strong>Atributo</strong></span></td> <td><span style="font-size:16px;"><strong>Detalhe T&eacute;cnico / Log&iacute;stico</strong></span></td> </tr> </thead> <tbody> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,1,0,0">Furo de Montagem</b></span></td> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,1,1,0">22,5 mm</b></span></td> </tr> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,2,0,0">Profundidade (Atr&aacute;s do Painel)</b></span></td> <td><span style="font-size:16px;">55 mm (Com bloco de contato)</span></td> </tr> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,3,0,0">Peso L&iacute;quido</b></span></td> <td><span style="font-size:16px;">0,042 kg</span></td> </tr> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,4,0,0">Peso Bruto</b></span></td> <td><span style="font-size:16px;">0,055 kg</span></td> </tr> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,5,0,0">Dimens&otilde;es da Embalagem</b></span></td> <td><span style="font-size:16px;">45 mm x 35 mm x 90 mm</span></td> </tr> <tr> <td><span style="font-size:16px;"><b data-index-in-node="0" data-path-to-node="11,7,0,0">Temperatura de Trabalho</b></span></td> <td><span style="font-size:16px;">-10&ordm;C a 70&ordm;C</span></td> </tr> </tbody> </table> <hr data-path-to-node="12" /> <h3 data-path-to-node="13"><img alt="" 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" /><span style="color:#000099;"><span style="font-size:20px;">&#128203; <b data-index-in-node="3" data-path-to-node="13">Aplica&ccedil;&otilde;es Comuns</b></span></span></h3> <ul data-path-to-node="14"> <li> <p data-path-to-node="14,0,0"><span style="font-size:16px;">Bot&atilde;o de &quot;Parada&quot; em conjunto com o bot&atilde;o &quot;Partida&quot; (Verde).</span></p> </li> <li> <p data-path-to-node="14,1,0"><span style="font-size:16px;">Interrup&ccedil;&atilde;o de comandos de aquecimento ou refrigera&ccedil;&atilde;o.</span></p> </li> <li> <p data-path-to-node="14,2,0"><span style="font-size:16px;">Sinaliza&ccedil;&atilde;o de falha cr&iacute;tica (LED aceso quando o circuito est&aacute; fechado).</span></p> </li> </ul> <blockquote data-path-to-node="15"> <p data-path-to-node="15,0"><span style="font-size:16px;">&#128161; <b data-index-in-node="3" data-path-to-node="15,0">Dica de Instala&ccedil;&atilde;o:</b> Como este bot&atilde;o possui um contato <b data-index-in-node="57" data-path-to-node="15,0">1NF (Normalmente Fechado)</b>, certifique-se de que a fia&ccedil;&atilde;o de comando est&aacute; correta para que a abertura do contato realmente interrompa o circuito da bobina da sua contatora. Se precisar de uma fun&ccedil;&atilde;o de &quot;Emerg&ecirc;ncia&quot; com trava, recomendo o modelo tipo &quot;Cogumelo&quot;, mas para paradas de ciclo frequentes, este modelo <b data-index-in-node="368" data-path-to-node="15,0">C2PIF</b> &eacute; o mais ergon&ocirc;mico.</span></p> </blockquote> <hr data-path-to-node="16" /> <p data-path-to-node="17"><span style="font-size:16px;">&#128722; <b data-index-in-node="3" data-path-to-node="17">Garanta a seguran&ccedil;a do seu painel com a linha LK6. Adquira o Pulsador Vermelho NF agora!</b></span></p>