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$\ln\left(x\right)^2=\ln x^4$
$\sqrt{3x+\sqrt{3x+\sqrt{3x}}}$
$2\:\sqrt{2}\:\:+\:\left(-5\sqrt{2}\right)\:-\:\left(+10\:\sqrt{2}\right)$
$\:-\left(4\right)\:+6\left(-6\right)\:+9\:-\:3\:-\:5\:-\:8$
$\int_y^n\left(p^x\right)dx$
$y'+19\frac{y}{x}=0$
$-4\left(2x+5\right)+x+2=-11$
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