User:Hittingray/sandbox

As separate equations
$$ \left(\frac{x}{7}\right)^2\sqrt{\frac{||x|-3|}{|x|-3}}+\left(\frac{y}{3}\right)^2\sqrt{\frac{\left|y+3\frac{\sqrt{33}}{7}\right|}{y+3\frac{\sqrt{33}}{7}}}-1=0 $$

$$ \left|\frac{x}{2}\right|-\frac{\left(3\sqrt{33}-7\right)}{112}x^2-3+\sqrt{1-(||x|-2|-1)^2}-y=0 $$

$$ 9\sqrt{\frac{(|(1-|x|)(|x|-.75)|)}{(1-|x|)(|x|-.75)}}-8|x|-y=0 $$

$$ 3|x|+.75\sqrt{\left(\frac{|(.75-|x|)(|x|-.5)|}{(.75-|x|)(|x|-.5)}\right)}-y=0 $$

$$ 2.25\sqrt{\frac{|(.5-x)(x+.5)|}{(.5-x)(x+.5)}}-y=0 $$

$$ \frac{6\sqrt{10}}{7}+(1.5-.5|x|)\sqrt{\frac{||x|-1|}{|x|-1}}-\frac{\left(6\sqrt{10}\right)}{14}\sqrt{4-(|x|-1)^2}-y=0 $$

As one equation (multiplied)
$$ \left(\left(\frac{x}{7}\right)^2\sqrt{\frac{||x|-3|}{|x|-3}}+\left(\frac{y}{3}\right)^2\sqrt{\frac{\left|y+3\frac{\sqrt{33}}{7}\right|}{y+3\frac{\sqrt{33}}{7}}}-1\right)\left(\left|\frac{x}{2}\right|-\frac{\left(3\sqrt{33}-7\right)}{112}x^2-3+\sqrt{1-(||x|-2|-1)^2}-y\right)\left(9\sqrt{\frac{(|(1-|x|)(|x|-.75)|)}{(1-|x|)(|x|-.75)}}-8|x|-y\right)\left(3|x|+.75\sqrt{\left(\frac{|(.75-|x|)(|x|-.5)|}{(.75-|x|)(|x|-.5)}\right)}-y\right)\left(2.25\sqrt{\frac{|(.5-x)(x+.5)|}{(.5-x)(x+.5)}}-y\right)\left(\frac{6\sqrt{10}}{7}+(1.5-.5|x|)\sqrt{\frac{||x|-1|}{|x|-1}}-\frac{\left(6\sqrt{10}\right)}{14}\sqrt{4-(|x|-1)^2}-y\right)=0 $$