$\int e^{8x+1}dx$
$y^2=\sqrt{-x^2+1}$
$16x^{10}-8x^5+1$
$2\tan^2x+3=2\sec^2x+1$
$3r-6\:\frac{dr}{dt}=1$
$\frac{k^4}{k^{-5}}$
$\int\left(\frac{1}{11x-4}\right)dx$
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