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Let aaa and bbb be two positive numbers different from 1, such that a3≠b2a^{3}\not =b^{2}a3=b2, and x=loga3b2bax=\log_{\frac{a^3}{b^2}}{\frac{b}{a}}x=logb2a3ab. Then, which of the following expressions is a3x+1a^{3x+1}a3x+1 equal to?
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