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Máquina Transformadora de Solda ESAB Bantam Plus 180A - 110/220V

Marca: ESAB Modelo: Bantam Plus

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Descrição Geral
<p><span style="font-family:arial,helvetica,sans-serif;"><span style="color: rgb(67, 67, 67); font-size: 14px;">A Bantam Plus é a versão mais compacta dos transformadores ESAB. Além das dimensões do equipamento, a nova Bantam teve uma redução de 25% em seu peso e esta versão tem apenas 16kg. Desenvolvido para serralheria, sua estrutura possui toda qualidade, durabilidade e robustez que a ESAB oferece em seus produtos. Indicado principalmente para aplicações com eletrodos E6013 de 2,5mm e alguns serviços com 3,25mm para ponteamento. Este equipamento pode também soldar metais em aço carbono, inoxidáveis e até mesmo ferro fundido.</span></span></p> <p><strong><span style="color: rgb(67, 67, 67); font-size: 14px; font-family: arial, helvetica, sans-serif;">FICHA TÉCNICA</span></strong></p> <p><img alt="" 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" /></p> <p>Fonte: ESAB</p>
Itens Inclusos
Itens inclusos: 1 Máquina Transformadora de Solda ESAB Bantam Plus 180A - 110/220V
Garantia
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