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Given that ∫n−1n+1f(x) dx=n4 \displaystyle \int_{n-1}^{n+1} f(x) \, dx = n^4∫n−1n+1f(x)dx=n4, what is the value of ∫−77f(x) dx\displaystyle \int_{-7}^7 f(x) \, dx ∫−77f(x)dx?
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