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$$\begin{align}L_G(x) \quad&=\quad \text{ God loves } x\\[1em] \text{God loves everyone} \quad&=\quad \forall x\; L_G(x)\end{align}$$



$$\begin{align} B(x) \quad&=\quad x \text{  is a believer}\\ R_G(x) \quad&=\quad x \text{ respects God}\\[1em] \text{Only believers respect God } \quad&=\quad \forall x:\;\Bigl (R_G(x) \implies B(x) \Bigr )\end{align}$$



$$\begin{align}B(x) \quad&=\quad x \text{ is a believer}\\[1em] \text{Frida is a non-believer } \quad&=\quad \lnot B({\small\text{Frida}})\end{align}$$



$$\begin{align} L(y,x) \quad&=\quad y \text { loves } x\\ R(x,y) \quad&=\quad x \text{ respects } y\\[1em] \substack{\text{ To get love from someone,}\\\text{one must respect that entity}} \quad&=\quad \forall y,x: \Bigl (L(y,x) \implies R(x,y) \Bigr )\end{align}$$



This question is so full of religious propaganda XD

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God loves everyone- L(ge)

Only believers respect God- ]x( B(x)^ R(xg)) ( where ] is there exist, V if for all )

Frida is a non-believer-        -B(f)  (where - is not)

To get love someone, one must respect that entity=   Vx  ]y  (Lyx  ->Rxy)

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