The value of $ \int \frac{e^{x(1+x)}\, dx}{\cos^{2}\left(e^{x^{x}}\right)} $ is equal to
$-\cot\left(e^{x^{x}}\right) + C$
$\tan\left(e^{x^{x}}\right) + C$
$\tan\left(e^{x}\right) + C$
$\cot\left(e^{x}\right) + C$
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