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Balança Mecânica Micheletti MIC2B 300Kg x 100g 41x57cm C/ Rodas INMETRO

Marca: Micheletti Modelo: MIC2B Referência: 120.107.003

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<h2 style="box-sizing: border-box; margin: 0px 0px 10px; padding: 0px; font-size: 30px; font-family: Ubuntu; background: transparent; border: 0px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; color: rgb(72, 71, 71);">Balan&ccedil;a Mec&acirc;nica</h2> <p style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 0px 0px 15px; width: auto; background: transparent; font-size: 12px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; font-family: Ubuntu; color: rgb(69, 69, 70); line-height: 20px;">As Balan&ccedil;as Mec&acirc;nicas da &nbsp;Micheletti s&atilde;o constru&iacute;das em a&ccedil;o carbono SAE 1020, com acabamento em pintura industrial martelada, possuem r&eacute;guas superior e inferior em alum&iacute;nio, projetadas com maior robustez e versatilidade e tamanhos e capacidades que se adequam a sua necessidade.</p> <p style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 0px 0px 15px; width: auto; background: transparent; font-size: 12px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; font-family: Ubuntu; color: rgb(69, 69, 70); line-height: 20px;">&Eacute; um produto que proporciona efici&ecirc;ncia e precis&atilde;o com alta durabilidade, baixa manuten&ccedil;&atilde;o. Adequada para setores industriais e comerciais onde necessitam efetuar pesagem e confer&ecirc;ncia de materiais, perfeita para ambientes mais r&uacute;sticos ou com aus&ecirc;ncia de energia el&eacute;trica.</p> <p style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 0px 0px 15px; width: auto; background: transparent; font-size: 12px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; font-family: Ubuntu; color: rgb(69, 69, 70); line-height: 20px;"><span background-color:="" font-size:="" style="color: rgb(51, 51, 51); font-family: sans-serif, Arial, Verdana, " trebuchet="">Dimens&otilde;es:</span></p> <p font-size:="" pt="" style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 5px 0px 0px; width: auto; color: rgb(68, 68, 68); font-family: ">Prato: 41cm de largura x 57cm de profundidade<br style="box-sizing: border-box;" /> Altura da coluna: 116cm</p> <p style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 0px 0px 15px; width: auto; background: transparent; font-size: 12px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; font-family: Ubuntu; color: rgb(69, 69, 70); line-height: 20px;">&nbsp;</p> <p style="box-sizing: border-box; border: 0px; padding: 0px; position: relative; z-index: 0; margin: 0px 0px 15px; width: auto; background: transparent; font-size: 12px; outline: 0px; vertical-align: top; -webkit-font-smoothing: antialiased; font-family: Ubuntu; color: rgb(69, 69, 70); line-height: 20px;"><img alt="" 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" /></p>
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Com relação aos seus dados pessoais de endereçamento, pagamento e conteúdo do pedido, você pode estar certo de que não serão utilizados para outros fins que não o de processamento dos pedidos realizados, não sendo portanto divulgados em hipótese alguma. Com relação à segurança no tráfego de dados, toda transação que envolver pagamento, seja por cartão de crédito ou não, estará encriptada com a tecnologia SSL (Secure Socket Layer). Isso significa que só nossa empresa terá acesso a estes dados.

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