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y′(x)=48a2x2y(x)+12a2x4+8a3x3+48ax3y(x)+6ax5−16ax2+96axy(x)2+12x4y(x)+48x2y(x)2+x6−8x3−32xy(x)+64y(x)3−32x32ax+16x2+64y(x)+64 ✓ Mathematica : cpu = 1.29226 (sec), leaf count = 213
Solve[x−4RootSum[48#12a2y(x)+12#14a2+8#13a3+48#13ay(x)+6#15a+8#12a+12#14y(x)+48#12y(x)2+#16+16#1a2+96#1ay(x)2+32ay(x)+32a+64y(x)3&,#12log(x−#1)+2#1alog(x−#1)+4y(x)log(x−#1)+4log(x−#1)12#12a2+12#13a+24#12y(x)+3#14+48#1ay(x)+8a+48y(x)2&]=c1,y(x)] ✓ Maple : cpu = 0.229 (sec), leaf count = 41
{y(x)=−x24−ax2+RootOf(−x+∫_Z2_a+12_a3+_aa+ad_a+_C1)}
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