写出1到100的各个因数.
1个回答
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前面的一个数代表着因子,第二个数代表这几个因子。{{{2,
2},
{3,
1},
{5,
1}}},代表着2×2×3×5
{{{1,
1}}},
{{{2,
1}}},
{{{3,
1}}},
{{{2,
2}}},
{{{5,
1}}},
{{{2,
1},
{3,
1}}}, =2×3
{{{7,
1}}},
{{{2,
3}}},
{{{3,
2}}},
{{{2,
1},
{5,
1}}},
{{{11,
1}}},
{{{2,
2},
{3,
1}}},
{{{13,
1}}},
{{{2,
1},
{7,
1}}},
{{{3,
1},
{5,
1}}},
{{{2,
4}}},
{{{17,
1}}},
{{{2,
1},
{3,
2}}},
{{{19,
1}}},
{{{2,
2},
{5,
1}}},
{{{3,
1},
{7,
1}}},
{{{2,
1},
{11,
1}}},
{{{23,
1}}},
{{{2,
3},
{3,
1}}},
{{{5,
2}}},
{{{2,
1},
{13,
1}}},
{{{3,
3}}},
{{{2,
2},
{7,
1}}},
{{{29,
1}}},
{{{2,
1},
{3,
1},
{5,
1}}},
{{{31,
1}}},
{{{2,
5}}},
{{{3,
1},
{11,
1}}},
{{{2,
1},
{17,
1}}},
{{{5,
1},
{7,
1}}},
{{{2,
2},
{3,
2}}},
{{{37,
1}}},
{{{2,
1},
{19,
1}}},
{{{3,
1},
{13,
1}}},
{{{2,
3},
{5,
1}}},
{{{41,
1}}},
{{{2,
1},
{3,
1},
{7,
1}}},
{{{43,
1}}},
{{{2,
2},
{11,
1}}},
{{{3,
2},
{5,
1}}},
{{{2,
1},
{23,
1}}},
{{{47,
1}}},
{{{2,
4},
{3,
1}}},
{{{7,
2}}},
{{{2,
1},
{5,
2}}},
{{{3,
1},
{17,
1}}},
{{{2,
2},
{13,
1}}},
{{{53,
1}}},
{{{2,
1},
{3,
3}}},
{{{5,
1},
{11,
1}}},
{{{2,
3},
{7,
1}}},
{{{3,
1},
{19,
1}}},
{{{2,
1},
{29,
1}}},
{{{59,
1}}},
{{{2,
2},
{3,
1},
{5,
1}}},
{{{61,
1}}},
{{{2,
1},
{31,
1}}},
{{{3,
2},
{7,
1}}},
{{{2,
6}}},
{{{5,
1},
{13,
1}}},
{{{2,
1},
{3,
1},
{11,
1}}},
{{{67,
1}}},
{{{2,
2},
{17,
1}}},
{{{3,
1},
{23,
1}}},
{{{2,
1},
{5,
1},
{7,
1}}},
{{{71,
1}}},
{{{2,
3},
{3,
2}}},
{{{73,
1}}},
{{{2,
1},
{37,
1}}},
{{{3,
1},
{5,
2}}},
{{{2,
2},
{19,
1}}},
{{{7,
1},
{11,
1}}},
{{{2,
1},
{3,
1},
{13,
1}}},
{{{79,
1}}},
{{{2,
4},
{5,
1}}},
{{{3,
4}}},
{{{2,
1},
{41,
1}}},
{{{83,
1}}},
{{{2,
2},
{3,
1},
{7,
1}}},
{{{5,
1},
{17,
1}}},
{{{2,
1},
{43,
1}}},
{{{3,
1},
{29,
1}}},
{{{2,
3},
{11,
1}}},
{{{89,
1}}},
{{{2,
1},
{3,
2},
{5,
1}}},
{{{7,
1},
{13,
1}}},
{{{2,
2},
{23,
1}}},
{{{3,
1},
{31,
1}}},
{{{2,
1},
{47,
1}}},
{{{5,
1},
{19,
1}}},
{{{2,
5},
{3,
1}}},
{{{97,
1}}},
{{{2,
1},
{7,
2}}},
{{{3,
2},
{11,
1}}},
{{{2,
2},
{5,
2}}}
2},
{3,
1},
{5,
1}}},代表着2×2×3×5
{{{1,
1}}},
{{{2,
1}}},
{{{3,
1}}},
{{{2,
2}}},
{{{5,
1}}},
{{{2,
1},
{3,
1}}}, =2×3
{{{7,
1}}},
{{{2,
3}}},
{{{3,
2}}},
{{{2,
1},
{5,
1}}},
{{{11,
1}}},
{{{2,
2},
{3,
1}}},
{{{13,
1}}},
{{{2,
1},
{7,
1}}},
{{{3,
1},
{5,
1}}},
{{{2,
4}}},
{{{17,
1}}},
{{{2,
1},
{3,
2}}},
{{{19,
1}}},
{{{2,
2},
{5,
1}}},
{{{3,
1},
{7,
1}}},
{{{2,
1},
{11,
1}}},
{{{23,
1}}},
{{{2,
3},
{3,
1}}},
{{{5,
2}}},
{{{2,
1},
{13,
1}}},
{{{3,
3}}},
{{{2,
2},
{7,
1}}},
{{{29,
1}}},
{{{2,
1},
{3,
1},
{5,
1}}},
{{{31,
1}}},
{{{2,
5}}},
{{{3,
1},
{11,
1}}},
{{{2,
1},
{17,
1}}},
{{{5,
1},
{7,
1}}},
{{{2,
2},
{3,
2}}},
{{{37,
1}}},
{{{2,
1},
{19,
1}}},
{{{3,
1},
{13,
1}}},
{{{2,
3},
{5,
1}}},
{{{41,
1}}},
{{{2,
1},
{3,
1},
{7,
1}}},
{{{43,
1}}},
{{{2,
2},
{11,
1}}},
{{{3,
2},
{5,
1}}},
{{{2,
1},
{23,
1}}},
{{{47,
1}}},
{{{2,
4},
{3,
1}}},
{{{7,
2}}},
{{{2,
1},
{5,
2}}},
{{{3,
1},
{17,
1}}},
{{{2,
2},
{13,
1}}},
{{{53,
1}}},
{{{2,
1},
{3,
3}}},
{{{5,
1},
{11,
1}}},
{{{2,
3},
{7,
1}}},
{{{3,
1},
{19,
1}}},
{{{2,
1},
{29,
1}}},
{{{59,
1}}},
{{{2,
2},
{3,
1},
{5,
1}}},
{{{61,
1}}},
{{{2,
1},
{31,
1}}},
{{{3,
2},
{7,
1}}},
{{{2,
6}}},
{{{5,
1},
{13,
1}}},
{{{2,
1},
{3,
1},
{11,
1}}},
{{{67,
1}}},
{{{2,
2},
{17,
1}}},
{{{3,
1},
{23,
1}}},
{{{2,
1},
{5,
1},
{7,
1}}},
{{{71,
1}}},
{{{2,
3},
{3,
2}}},
{{{73,
1}}},
{{{2,
1},
{37,
1}}},
{{{3,
1},
{5,
2}}},
{{{2,
2},
{19,
1}}},
{{{7,
1},
{11,
1}}},
{{{2,
1},
{3,
1},
{13,
1}}},
{{{79,
1}}},
{{{2,
4},
{5,
1}}},
{{{3,
4}}},
{{{2,
1},
{41,
1}}},
{{{83,
1}}},
{{{2,
2},
{3,
1},
{7,
1}}},
{{{5,
1},
{17,
1}}},
{{{2,
1},
{43,
1}}},
{{{3,
1},
{29,
1}}},
{{{2,
3},
{11,
1}}},
{{{89,
1}}},
{{{2,
1},
{3,
2},
{5,
1}}},
{{{7,
1},
{13,
1}}},
{{{2,
2},
{23,
1}}},
{{{3,
1},
{31,
1}}},
{{{2,
1},
{47,
1}}},
{{{5,
1},
{19,
1}}},
{{{2,
5},
{3,
1}}},
{{{97,
1}}},
{{{2,
1},
{7,
2}}},
{{{3,
2},
{11,
1}}},
{{{2,
2},
{5,
2}}}
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