Given \(p \) and \(q\) are positive real numbers that satisfy the equation \(p^4 + q^3 = 2 \). What is the maximum value of the term independent of \(x\) in the expansion below?

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\[ \large \left ( p \space x^{\frac {1}{12}} + q \space x^{-\frac {1}{9}} \right )^{14} \]

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