For some positive real number x, if log3(x)+logx(25)logx(0.008)=163\log_{\sqrt{3}}{(x)}+\frac{\log_{x}{(25)}}{\log_{x}{(0.008)}}=\frac{16}{3}log3(x)+logx(0.008)logx(25)=316, then the value of log3(3x2)\log_{3}({3x^{2}})log3(3x2) is
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