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Given that

$\begin{array} {lll} 0.161 & < \log_x 2 < & 0.162, \\ 0.256 & < \log_x 3 < & 0.257, \\ 0.375 & < \log_x 5 < & 0.376,\\ \end{array}$

determine $\lfloor \log_x 7^{100} \rfloor$.

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