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TORNILLO AUTOPERFORANTE PHILIPS - DIN 7504M
No se pudo obtener el video del producto.
Este producto no tiene el metadato "aplicacion".
  •  Estándar: DIN 7504M. 
  • Material: acero de bajo carbono. 
  • Clase de resistencia: NA 
  • Montaje: Philips
  • Cabeza: Curva 
  • Hilo: Autorroscante
  • Acabado: Galvanizado blanco.
  • Punta: Broca

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TORN PTA BROCA PAN.PH ZN 7X1/2 3,9X13MM

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TORN PTA BROCA PAN.PH ZN 7X5/8 3,9X16MM
TORNILLO AUTOPERFORANTE PHILIPS - DIN 7504M
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TORN PTA BROCA PAN.PH ZN 7X3/4 3,9X19MM
TORNILLO AUTOPERFORANTE PHILIPS - DIN 7504M
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TORN PTA BROCA PAN.PH ZN 7X1 3,9X25MM
TORNILLO AUTOPERFORANTE PHILIPS - DIN 7504M
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