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在三个连续自然数中,含不同因子最多的数是哪些数,在小于10^2,10^3,10^4的范围内?
我的回复如下,
{1,{6,7,8},7} {2,{70,71,72}, 19} {3,{720,721,722}, 37} {4,{8398,8399,8400}, 77} {5,{83160,83161,83162}, 137} {6,{720718,720718,720720}, 253} {7,{8648639,8648640,8648641}, 458} {8,{98017918,98017919,98017920}, 785} {9,{994593600,994593601,994593602}, 1365} {10,{9311702398, 9311702399, 9311702400}, 2365} {11,{96376119838, 96376119839, 96376119840}, 3857} {12,{963761198400, 963761198401, 963761198402}, 6737} {13,{9316358251200, 9316358251201, 9316358251202}, 10773} {14,{97821761637600, 97821761637601, 97821761637602}, 17289} {15,{978217616375998, 978217616375999, 978217616376000}, 26897} {16,{9651747148243198, 9651747148243199, 9651747148243200}, 41509} {17,{90974238322967999, 90974238322968000, 90974238322968001}, 64542} {18,{994651672331116798, 994651672331116799, 994651672331116800}, 103701} {19,{9649334211456139198,9649334211456139199,9649334211456139200},161313} {20,{96493342114561392000,96493342114561392001,96493342114561392002},245781} n=1-11是穷举比较过的,应该没问题。
n=12-20 通过素因子进行了初筛,如何确定是不是真正的不同因子最多的三个数?
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