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Terminal Eléctrico Preaislado Hembra Rojo 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: 05589601
TERNL ELECTR HEMBRA 0.5-1.5MM2 ROJO

$89

ProductoNombre y descripciónAcción
TERMNL ELECTR TIPO ENCHUF RD CALIBR10/12
TERMINAL ELÉCTRICA TIPO ENCHUFE REDONDO CALIBRE 10/12
Ver ProductoAñadir al carrito
TERNL ELECTR PVC HEMB C 10/12 5MM 4-6MM
TERMINAL ELÉCTRICA PVC HEMBRA CALIBRE 10/12 5 mm (4-6 mm²)
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA 1.5-2.5MM2 AZUL
Terminal Eléctrico Preaislado Hembra Azul 2,8 x 0,5 mm 1,5 mm²
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TERNL ELECTR HEMBRA 0.5-1.5MM2 ROJO
Terminal Eléctrico Preaislado Hembra Rojo 4,8 x 0,8 mm 1,5 mm²
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TERNL ELECTR HEMBRA 1.5-2.5MM2 AZUL
Terminal Eléctrico Preaislado Hembra Azul 4,8 x 0,8 mm 2,5 mm²
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