$${r}-{\upsilon_{\Psi}} \not\equiv \cot {Y} = \limsup_{{\pm d} \not< {\pm \Omega{\left\vert {N^{\dot{V}}},{\pm \alpha}\right\vert}}}\limsup_{\left\{{X}\right\}\left\right = {T_{U,\beta}^{\check{r}}}}{\coprod}_{{\breve{\Sigma}}}^{{p^{\acute{h}}{\left({\mp \iota_{I}^{\breve{Y}}}\right)}}}\left\vert {L}-{\int}_{{\Upsilon_{L}}}^{{\ddot{A}_{\Sigma,\hat{e}}}}\left\{{n_{S,\Delta}^{g}{\left\right}}\right\}\right\vert \simeq {-Z{\left({\int}_{{\coprod}_{{\epsilon_{X}}}^{{p{\left\vert {j{\left\vert {\alpha{\left\{{L_{\eta}}-{z_{n}^{\acute{\upsilon}}}\right\}}},{\Omega}\right\vert}}-{\Xi_{q}}\right\vert}}}\left\right}^{{c{\left\right}}}\left(\log \left({\vec{A}_{h}}\right)\right)\right)}}$$

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TheInquisitor/LatexGenerator