设 $z_1$ 和 $z_2$ 为非零复数，则下列等式中，不成立的是
A
$\operatorname{Re}\left(z_1 \bar{z}_2\right)=\operatorname{Re}\left(\bar{z}_1 z_2\right)$
B
$\operatorname{Ln}\left(z_1^2 z_2^2\right)=2 \operatorname{Ln} z_1+2 \operatorname{Ln} z_2$
C
$\operatorname{Arg}\left(\frac{Z_1}{\bar{z}_2}\right)=\operatorname{Arg} Z_1+\operatorname{Arg} Z_2$
D
$\overline{\left(\frac{z_1}{z_2}\right)}=\frac{\bar{z}_1 z_2}{\left|z_2\right|^2}$
E
F