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Terminal Eléctrico Preaislado Hembra Azul 2,8 x 0,5 mm 1,5 mm²
No se pudo obtener el video del producto.
Este producto no tiene el metadato "aplicacion".

Terminales eléctricos hembra preaislados, utilizados para diversos cables.

- Terminal fabricado con tubo de latón y revestimiento de vinilo (PVC);
- Temperatura máxima de trabajo: 75ºC;
- Tensión máxima: 300V.

datos_tecnicos

<p><img src="data:image/png;base64,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" alt="" /></p> <p>Longitud                        6,4 mm</p>
[mostrar_productos_con_pdf]
REF: 05589592
TERNL ELECTR HEMBRA 1.5-2.5MM2 AZUL

$89

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Terminal Eléctrico Preaislado Hembra Azul 4,8 x 0,8 mm 2,5 mm²
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