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−x2+xy′(x)2+y(x)y′(x)=0 ✗ Mathematica : cpu = 300.977 (sec), leaf count = 0 , timed out
$Aborted
✓ Maple : cpu = 0.289 (sec), leaf count = 269
{∫_bx1_a(−y(x)−4_a3+(y(x))2)(4_a3+(y(x))2+4y(x))−1d_a+∫y(x)(−2+(−48_f−124x3+_f2)∫_bx_a2(4_a3+_f2+4_f)−214_a3+_f2d_a)(4x3+_f2+4_f)−1d_f+_C1=0,∫_bx1_a(−y(x)+4_a3+(y(x))2)(4y(x)−4_a3+(y(x))2)−1d_a+∫y(x)(−2+(48_f−124x3+_f2)∫_bx_a2(−4_f+4_a3+_f2)−214_a3+_f2d_a)(4_f−4x3+_f2)−1d_f+_C1=0}
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