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∫0∞(sinxx)5 dx \large \int_0^\infty \left( \frac{\sin x}x \right)^5 \, dx ∫0∞(xsinx)5dx
If the integral above is equal to abπ \dfrac ab \pi baπ for coprime positive integers aaa and bbb, find the value of a+b+1a + b + 1 a+b+1.
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