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y′(x)=x2x2y(x)2+x4+y(x)4−y(x) ✓ Mathematica : cpu = 0.157258 (sec), leaf count = 510
{{y(x)→144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c133623−12x2−4c123 22/3144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c133+c13},{y(x)→−(1−i3)144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c1331223+(1+i3)(12x2−4c12)6 22/3144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c133+c13},{y(x)→−(1+i3)144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c1331223+(1−i3)(12x2−4c12)6 22/3144c1x2+4(12x2−4c12)3+(144c1x2−108+16c13)2−108+16c133+c13}} ✓ Maple : cpu = 0.329 (sec), leaf count = 621
{y(x)=112(−2_C1−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+813+(i(−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+81)23+12ix2−i_C12)3−(−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+81)23+12x2−_C12)1−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+813,y(x)=−112(2_C1−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+813+(i(−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+81)23+12ix2−i_C12)3+(−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+81)23−12x2+_C12)1−36_C1x2−54−_C13+648x6+24x4_C12+(3_C14+108_C1)x2+3_C13+813,y(x)=16−36_C1x2−54−_C13+63_C14x2+24x4_C12+48x6+3_C13+108_C1x2+813+_C12−12x261−36_C1x2−54−_C13+63_C14x2+24x4_C12+48x6+3_C13+108_C1x2+813−_C16}
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