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发表在 dtyfc每周题目 Week5 Solution. 发表在 dtyfc每周题目 Week5 Solution. 发表在 dtyfc每周题目 Week4 Solution. 发表在 dtyfc每周题目 Week4 Solution. 发表在 dtyfc每周题目 Week4 Solution. 给定 (n,m,r ). 求使得 ({S(T)} equiv {r} pmod{m} ). 1 le n le 50 ). 1 le m le 100 ). 个询问，每次给定三个数 (l,r,k ). 要求将子串 (S[l,r] ). 降序排序，比如原串是abdcefg，那么处理了询问 (l=2,r=5,k=1 ). 1 le S le 10 5 ). 1 le Q le 5 times 10 4 ). 1 le l le r le S ). 继续阅读 dtyfc每周题目 Week7 Solution. 且 (lcm(1,2, dots,M-1,M)=lcm(N 1,N 2, dots,M-1,M) ). 1 le N le 10 {6} ). 个整点 ( x i,y i) ). 都满足可以从 (s i ).

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3 菜单和挂件

4 dtyfc每周题目精选

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9 dtyfc每周题目 week8

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发表在 dtyfc每周题目 Week5 Solution. 发表在 dtyfc每周题目 Week5 Solution. 发表在 dtyfc每周题目 Week4 Solution. 发表在 dtyfc每周题目 Week4 Solution. 发表在 dtyfc每周题目 Week4 Solution. 给定 (n,m,r ). 求使得 ({S(T)} equiv {r} pmod{m} ). 1 le n le 50 ). 1 le m le 100 ). 个询问，每次给定三个数 (l,r,k ). 要求将子串 (S[l,r] ). 降序排序，比如原串是abdcefg，那么处理了询问 (l=2,r=5,k=1 ). 1 le S le 10 5 ). 1 le Q le 5 times 10 4 ). 1 le l le r le S ). 继续阅读 dtyfc每周题目 Week7 Solution. 且 (lcm(1,2, dots,M-1,M)=lcm(N 1,N 2, dots,M-1,M) ). 1 le N le 10 {6} ). 个整点 ( x i,y i) ). 都满足可以从 (s i ).

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