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Lote de Sopradores Aerzen Armaturen (Forno Calcinador 7) Aprox. 10 Unidades

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Detalhes do produto

Marca AERZEN
Modelo GM 315 L
Quantidade Aprox. 10 Unidades

Descrição do produto

<p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Verdana, sans-serif; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit;">Seguem os dados dos componentes do&nbsp;<u>soprador de l&oacute;bulo rotativo</u>.</span></p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Verdana, sans-serif; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit;">&nbsp;</span></p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><img id="x_Imagem_x0020_9" class="ADIae" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit; animation: 0.1s ease-out 0s 1 normal none running ADIae; width: 4.052in; height: 1.6562in; cursor: pointer; min-height: auto; min-width: auto;" 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none;" border="1" cellspacing="0" cellpadding="0"><colgroup><col width="125" /><col width="199" /></colgroup> <tbody> <tr style="height: 21px;"> <td style="border: 1px solid #cccccc; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" colspan="2" rowspan="1" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;SOPRADOR&quot;}">SOPRADOR</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;N/NMIM RPM&quot;}">N/NMIM RPM</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:1785}">1785</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;POTENCIA EIXO&quot;}">POTENCIA EIXO</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:267}">267</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;ANO DE FABR.&quot;}">ANO DE FABR.</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:2008}">2008</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;PESO&quot;}">PESO</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;2360Kg&quot;}">2360Kg</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;Q1 Cum/min&quot;}">Q1 Cum/min</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:135.5}">135,5</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;P1 bar(a)&quot;}">P1 bar(a)</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:0.9221}">0,9221</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;P2 bar(&uuml;)&quot;}">P2 bar(&uuml;)</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:0.8221}">0,8221</td> </tr> </tbody> </table> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;">&nbsp;</p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, Oxygen, Ubuntu, Cantarell, 'Open Sans', 'Helvetica Neue', sans-serif;">7 Unidades n&atilde;o possuem filtro;</span></p> <p>3 Unidades possuem filtro.</p> <p>&nbsp;</p> <p><span id="docs-internal-guid-5946c9bb-7fff-d18f-8012-699d63f8daa8"><span style="font-size: 11pt; font-family: Arial; font-weight: bold; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">*Para agendamento de visita, informar a Syx com 48 horas de anteced&ecirc;ncia.</span></span></p>

Documentos necessários do produto

  • Comprovante de Endereço Atualizado - de no máximo 3 meses (endereço do comprovante deve ser o mesmo endereço do cadastro). Exemplos: água, luz, telefone, internet, fatura do cartão de crédito.
  • RG E CPF OU CNH DIGITALIZADO.
20/06/2022
06/20/2022 13:09:00

Produto em:

Venda Direta

Data final do evento: 20/06/2022

Os lances começam a encerrar em:

valor

777777.78

R$ 777.777,78

Lt

+ R$ 9.000,00 taxa adm*

* A taxa administrativa pode variar de acordo com o valor final que o produto for negociado.

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Detalhes do produto

Marca AERZEN
Modelo GM 315 L
Quantidade Aprox. 10 Unidades

Descrição do produto

<p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Verdana, sans-serif; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit;">Seguem os dados dos componentes do&nbsp;<u>soprador de l&oacute;bulo rotativo</u>.</span></p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Verdana, sans-serif; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit;">&nbsp;</span></p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><img id="x_Imagem_x0020_9" class="ADIae" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline; color: inherit; animation: 0.1s ease-out 0s 1 normal none running ADIae; width: 4.052in; height: 1.6562in; cursor: pointer; min-height: auto; min-width: auto;" 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none;" border="1" cellspacing="0" cellpadding="0"><colgroup><col width="125" /><col width="199" /></colgroup> <tbody> <tr style="height: 21px;"> <td style="border: 1px solid #cccccc; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" colspan="2" rowspan="1" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;SOPRADOR&quot;}">SOPRADOR</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;N/NMIM RPM&quot;}">N/NMIM RPM</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:1785}">1785</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;POTENCIA EIXO&quot;}">POTENCIA EIXO</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:267}">267</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;ANO DE FABR.&quot;}">ANO DE FABR.</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:2008}">2008</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;PESO&quot;}">PESO</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;2360Kg&quot;}">2360Kg</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;Q1 Cum/min&quot;}">Q1 Cum/min</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:135.5}">135,5</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;P1 bar(a)&quot;}">P1 bar(a)</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:0.9221}">0,9221</td> </tr> <tr style="height: 21px;"> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #d9d9d9; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:2,&quot;2&quot;:&quot;P2 bar(&uuml;)&quot;}">P2 bar(&uuml;)</td> <td style="border-width: 1px; border-style: solid; border-color: #cccccc #000000 #000000 #cccccc; border-image: initial; overflow: hidden; padding: 2px 3px; vertical-align: bottom; background-color: #ffffff; font-family: Arial; font-weight: normal; text-align: center;" data-sheets-value="{&quot;1&quot;:3,&quot;3&quot;:0.8221}">0,8221</td> </tr> </tbody> </table> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;">&nbsp;</p> <p class="x_MsoNormal" style="margin: 0cm; font-size: 12pt; font-family: 'Times New Roman', serif; color: #201f1e; background-color: #ffffff;"><span style="font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, Oxygen, Ubuntu, Cantarell, 'Open Sans', 'Helvetica Neue', sans-serif;">7 Unidades n&atilde;o possuem filtro;</span></p> <p>3 Unidades possuem filtro.</p> <p>&nbsp;</p> <p><span id="docs-internal-guid-5946c9bb-7fff-d18f-8012-699d63f8daa8"><span style="font-size: 11pt; font-family: Arial; font-weight: bold; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">*Para agendamento de visita, informar a Syx com 48 horas de anteced&ecirc;ncia.</span></span></p>

Documentos necessários do produto

  • Comprovante de Endereço Atualizado - de no máximo 3 meses (endereço do comprovante deve ser o mesmo endereço do cadastro). Exemplos: água, luz, telefone, internet, fatura do cartão de crédito.
  • RG E CPF OU CNH DIGITALIZADO.
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