Maxlog

Algebra Level pending

If $$P\geq Q >1$$ with $$P$$ and $$Q$$ being natural numbers, then maximum value of the expression

$$\huge\log_{P}\left(\frac{P^{73}}{Q^{98}}\right) - \huge\log_{Q}\left(\frac{P^{98}}{Q^{73}}\right)$$

is ?

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