VIII$-$ A component is subjected to a cyclic loading at the frequency of once every $5$ minutes for $5$ years. The cycle is between $220$MPa in tension and $50$MPa in compression. The fracture toughness of the material is and $m)$ and $n=3\mathrm{.}2,$ and we know that it has initial cracks of length $0\mathrm{.}1mm.$ At the end of the $5$ years, because of the failure of other components, the stresses become $10$ times larger. Is the component able to hold the new cyclic loading? If so$,$ for how long? If not, explain.