$\int_0^{1+i}\left(z^2\right)dz$
$\left(2xy+3z+5xy\right)$
$\left[\left(3x-y\right)+2x^2\:\right]\left[\:-3z^2+\left(3x-y\right)\right]$
$\int2x^2e^{6x^3+4}dx$
$\frac{x^2-6x+9}{x^2-9x+10}$
$18f^2-12f^2+2$
$+4+3-a-b-a+-b-a+b$
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