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Seguetas bimetálicas que ofrecen una elevada capacidad de corte y gran flexibilidad.
No se pudo obtener el video del producto.
  • Corte de tubos y perfiles de acero, acero inoxidable, cobre, aluminio, plástico y metales no férreos.
  • Acero estructural: Alta y baja aleación.
  • Acero: Alta y baja aleación
  • Acero rápido
  • Aceros especiales. En los dientes: acero rápido de alta aleación; en el lomo: acero tenaz para herramientas.
  • Nuestros modernos métodos de fabricación garantizan una calidad y precisión insuperables. Las uniones soldadas, por ejemplo, se ejecutan con rayos electrónicos en alto vacío.
  • Gracias al material templado con que está hecho el dentado, su capacidad de corte y su duración son superiores. Con cada hoja podrá trabajar más rápido, durante más tiempo y, por lo tanto, a menor costo.
  • Dentado normal.
  • Longitud total 300 mm.
  • Mayor economía, mayor seguridad, alto rendimiento y mayor duración

principales_ventajas

<ul> <li>Ideal para usar en cualquier material incluyendo acero inoxidable</li> <li>Inquebrantable debido a su construcción bimetálica.</li> <li>Alta flexibilidad.</li> <li>Alta precisión de corte</li> </ul>

notas

<p>Las Sierras bimetálicas de 24 dientes se indican para trabajos más rápidos, donde se requiere una rapidez de corte. Las Sierras bimetálicas de 32 dientes se indican para trabajos sin rebabas, donde se requiere un corte con gran acabado. La segueta progresiva confiere las siguientes ventajas: El mayor número de dientes en un lado facilita el inicio del corte; y el menor número de dientes en el otro lado asegura un fuerte arranque de virutas. </p>

tabla_medidas

<p><img src="data:image/png;base64,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" alt="" /></p>
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SEGUETA HSS BIMETLICA ZEBRA 24 DIENTES

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ProductoNombre y descripciónAcción
SEGUETA HSS BIMETLICA ZEBRA 32 DIENTES
Seguetas bimetálicas que ofrecen una elevada capacidad de corte y gran flexibilidad
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SEGUETA HSS BIMTL PROGRESIVA 18-32DIENTE
Seguetas bimetálicas que ofrecen una elevada capacidad de corte y gran flexibilidad
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