$$4\cdot y=25x^{3}-59\alpha^{2}+97x-(8)$$
$y=\frac{25x^{3}}{4}-\frac{59\alpha ^{2}}{4}+\frac{97x}{4}-2$
$x=\frac{18^{\frac{2}{3}}\left(\sqrt[3]{\sqrt{3\left(10800y^{2}+318600y\alpha ^{2}+43200y+2349675\alpha ^{4}+637200\alpha ^{2}+3693892\right)}+2655\alpha ^{2}+180y+360}+\sqrt[3]{-\sqrt{3\left(10800y^{2}+318600y\alpha ^{2}+43200y+2349675\alpha ^{4}+637200\alpha ^{2}+3693892\right)}+2655\alpha ^{2}+180y+360}\right)}{90}$
