$${\int}_{{Q}}^{{\sigma}}{\ddot{m}{\left\vert {\Phi},{U_{F}}\right\vert}} \sim {A} = \arctan \left(\left\vert {H}\right\vert\left\vert {\prod}_{{w}}^{{\prod}_{{\breve{p}^{\grave{x}}}}^{\max_{{\phi} \geq {n_{\Theta}}}\tanh {X}}{-I{\left\right}}}\left({d}\right)\right\vert\right) \gg {\int}_{{\chi_{\omega}{\left({K}\right)}}}^{{\nu{\left\vert {\pm \sigma{\left(\tan \left\right\right)}}\right\vert}}}{\breve{F}_{\beta,K,\beta,\beta,\grave{B},r,L}{\left\right}}$$

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TheInquisitor/LatexGenerator