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Terminal eléctrico aislado hembra azul 2,8 x 0,5 mm para cables de 2,5 mm²
No se pudo obtener el video del producto.
Este producto no tiene el metadato "aplicacion".

Terminal eléctrico aislado hembra, utilizado para varios cables.


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

datos_tecnicos

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" alt="" /></p>
[mostrar_productos_con_pdf]
REF: 0558905021
TERNL ELECTR HEMBRA CAPUCHA 1.5-2.5MM2 A

$125

ProductoNombre y descripciónAcción
TERNL ELECTR HEMB C 18/20 6.3X0.8 MM
TERMINAL ELÉCTRICA HEMBRA COBRE-ZINC CALIBRE 18/20 6,3 x 0,8 mm (4.0-6.0 mm²)
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 0.5-1.5MM2 R
TERMINAL ELECTRICA 22-16AWG(0.5-1.5mm²), RED 0.8*2.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 0.5-1.5MM2 R
TERMINAL ELECTRICA 22-16AWG(0.5-1.5mm²), RED 0.5*4.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 0.5-1.5MM2 R
TERMINAL ELECTRICA 22-16AWG(0.5-1.5mm²), RED 0.8*4.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 0.5-1.5MM2 R
TERMINAL ELECTRICA 22-16AWG(0.5-1.5mm²), RED 0.8*6.4mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 1.5-2.5MM2 A
TERMINAL ELECTRICA 16-14AWG(1.5-2.5mm²), BLUE 0.8*2.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 1.5-2.5MM2 A
TERMINAL ELECTRICA 16-14AWG(1.5-2.5mm²), BLUE 0.5*4.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 1.5-2.5MM2 A
TERMINAL ELECTRICA 16-14AWG(1.5-2.5mm²), BLUE 0.8*4.8mm
Ver ProductoAñadir al carrito
TERNL ELECTR HEMBRA CAPUCHA 4-6MM2 AMRLL
TERMINAL ELECTRICA 12-10AWG(4-6mm²), YELLOW 0.8*6.4mm
Ver ProductoAñadir al carrito
TERNL ELECTR EMPALME 0.5-1.5MM2 ROJO
TERMINAL ELECTRICA 22-16AWG(0.5-1.5mm²), RED
Ver ProductoAñadir al carrito
TERNL ELECTR EMPALME 1.5-2.5MM2 AZUL
TERMINAL ELECTRICA 16-14AWG(1.5-2.5mm²), BLUE
Ver ProductoAñadir al carrito

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Cuenta corriente

21500274353

Cuenta corriente

6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

Convenio

31299