学习自:[br]https://mp.weixin.qq.com/s?src=11×tamp=1677994668&ver=4387&signature=4HR9zqtbIG8M0-oMKGtGmAc6sbTt-jfVvt**r5bo3N1UmA318kmIRm7fcO1savecrpUjZL9nd9Z2O9hs8tbEdn176GlFvTihDB*y*BNT2Y4IynI*bMmcKA6Mup6dSF8w&new=1
关键参数:[br][br]Sequence((n - t) / n A + t / n B, t, 1, n - 1)[br]Sequence(Segment(L_1(i),L_2(i)),i,1,n+1)
可继续扩展学习[br][img]data:image/png;base64,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[/img]