# User:VANeacsu/Sandbox

 1 ${\displaystyle \left(\frac{\large \dot \Lambda \large \dot \Delta \small \dot ι \small \dot \Delta}{\large \dot \Delta \small \dot ι \small \dot \Delta} + \frac{ \small \dot ι \small \dot \Delta}{\small \dot \Delta}\right)^ {\large {⚟}}}$ 2 ${\displaystyle \large n \left( \large > \large \dot I \right)^{\large ⟥ \hspace{0.12cm} \large - \large t} }$ 3 ${\displaystyle \left( \frac{\small \dot ι \small \dot \Delta ( -\large \dot \Lambda \large \dot \Delta ) }{ (-\large \dot \Lambda \large \dot \Delta) } \right)^{\large ⬃} = \large {⊠} }$ 4 ${\displaystyle \left( \large{-n \dot I_1} \right)^{\large ⬃} \large{- t = \dot I_2} }$ 5 ${\displaystyle \large {{⊠} ^ {\sqrt{⬃}} - t = - \dot \Delta_3 }}$ 6 ${\displaystyle \left( \frac{\large \dot \Lambda \large \dot \Delta \small \dot ι \small \dot \Delta}{\large \dot \Delta \small \dot ι \small \dot \Delta} \right) ^ {\large {-♡}} = \large {⟥} }$ 7 ${\displaystyle \left( \left( \large{> \dot I} \right) - \large{♡} \right) ^{\large {ᕱ}} \large {- t = } \frac{\large \dot \Lambda \large \dot \Delta \small \dot ι \small \dot \Delta}{\large \dot \Delta \small \dot ι \small \dot \Delta} }$ 8 ${\displaystyle \large{\dot \Delta_{3}^{-t}} }$