Los tejidos con los que se confeccionan nuestras ropas se fabrican tejiendo hilos. Hoy día disponemos de multitud de tipos de hilos diferentes con los que producir tejidos.
Antiguamente había menos hilos y todos se obtenían de fibras naturales, es decir, de cualquier producto natural que se presentara formando hilos; por ejemplo, el pelo de algunos animales o las fibras obtenidas de ciertas plantas, como el algodón, el lino o el cáñamo.
Hace miles de años, alguien debió observar cómo fabricaban sus capullos las orugas de la mariposa de la seda y se dio cuenta de que, a partir de ellos, se podía obtener un hilo muy fino y resistente con el que se podía tejer el más lujoso de los tejidos: la seda.
![Resultado de imagen de podía tejer el más lujoso de los tejidos: la seda.](data:image/jpeg;base64,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)
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