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y′(x)=(xy(x)2+1)2x4y(x) ✓ Mathematica : cpu = 0.349722 (sec), leaf count = 192
{{y(x)→−2e22(c1x+1)x−2e22(c1x+1)xx−2x−22e22(c1x+1)x+2},{y(x)→2e22(c1x+1)x−2e22(c1x+1)xx−2x−22e22(c1x+1)x+2}}
✓ Maple : cpu = 0.206 (sec), leaf count = 231
{y(x)=−12x−2(_C1e−1−2xx2+e−1+2xx2)(_C1(2x+2)e−1−2xx2+(2−2x)e−1+2xx2)x(_C1e−1−2xx2+e−1+2xx2)−1,y(x)=12x−2(_C1e−1−2xx2+e−1+2xx2)(_C1(2x+2)e−1−2xx2+(2−2x)e−1+2xx2)x(_C1e−1−2xx2+e−1+2xx2)−1}
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