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Taco de goma para adaptar lijas y facilitar el proceso de lijado

No se pudo obtener el video del producto.
  • Lijado para masillas en general
  • Talleres de lĆ”mina y pintura
  • Dimensiones 70x225mm
  • Fabricado en goma dura color negro
  • FĆ”cil agarre y ergonĆ³mico
  • Sistema de fijaciĆ³n con clavos de acero

principales_ventajas

<ul> <li>Uso general</li> <li>Resistente</li> <li>PresiĆ³n uniforme</li> </ul>

datos_tecnicos

<p><img src="data:image/png;base64,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" /></p>
[mostrar_productos_con_pdf]
REF: 0587465109
TACO LIJA GOMA RECTANGULAR 70x225mm

$53,372

ProductoNombre y descripciĆ³nAcciĆ³n
ESPONJA LIJA GR.100
Esponja para lijar metal y madera. Bloque de espuma con Ć³xido de aluminio para lijado de superficies. Rinde mĆ”s que una lija comĆŗn.Ā 
Ver ProductoAƱadir al carrito
TACO DE LIJA 70X120MM
Taco de lija para adaptar lijas en pliego o discos y facilitar los procesos de lijado.
Ver ProductoAƱadir al carrito
ESPONJA DE LIJA G60 OXIDO ALU
Esponja abrasiva con Ć³xido de aluminio.
Ver ProductoAƱadir al carrito
ESPONJA DE LIJA G80 OXIDO ALU
Esponja abrasiva con Ć³xido de aluminio.
Ver ProductoAƱadir al carrito
ESPONJA DE LIJA G120 OXIDO ALUMINIO
Esponja abrasiva con Ć³xido de aluminio.
Ver ProductoAƱadir al carrito
ESPONJA DE LIJA G180 OXIDO ALU
Esponja abrasiva con Ć³xido de aluminio.
Ver ProductoAƱadir al carrito
ESPONJA DE LIJA G220 OXIDO ALU
Esponja abrasiva con Ć³xido de aluminio.
Ver ProductoAƱadir al carrito

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3
Felicidades, has activado envĆ­o CO gratis!
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SILICONA ALTA TEMP RTV GRIS 85ML
$21,929
CINTA AISL PVC NEGRA 19MMX20M
El precio original era: $10,028.El precio actual es: $6,000.
Aplicar un cĆ³digo promocional:
Total estimado - 3 artĆ­culos
Impuestos y envĆ­o calculados al finalizar la compra.
$385,813
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Cuenta corriente

21500274353

Cuenta corriente

6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

Convenio

31299