y'(x)=\frac{-24 x^{7/2} y(x)+\frac{24 x^{13/2}}{5}+14 x^{7/2}+40 x^{3/2}+\frac{8 x^9}{25}-\frac{12}{5} x^6 y(x)+\frac{12 x^6}{5}+24 x^4+6 x^3 y(x)^2-6 x^3 y(x)-6 x^3-60 x y(x)+30 \sqrt{x} y(x)^2-5 \sqrt{x} y(x)-5 y(x)^3+10 x-5 \sqrt{x}}{x \left(2 x^3-5 y(x)+10 \sqrt{x}-5\right)}