A. Eugeny and Array

  • \(r-l+1\)是奇数时,和显然无法为0。
  • 奇数的情况需要判断-1和1的个数是否大于等于长度的一半。

B. Eugeny and Play List

  • 模拟。

C. Yaroslav and Sequence

  • 当负数个数和\(n\)同奇偶时,所有数都可以转化成整数。(随便拿n-1个数和其中一个负数操作,然后再拿另一个负数和这n-1个数再操作即可)。同奇偶,可以转变负数个数。
  • 当负数为偶数时,最后都会变成整数。
  • 否则,最后剩下一个负数时,与整数的最小值对换,对比看是否会得到更大的和。

D. Yaroslav and Time

  • 二分

E. Yaroslav and Algorithm


D. Yaroslav and Divisors

  • 序列\(p\)是\(1-n\)的一个排列,则pair对\((q,w)\)满足\(p_q|p_w\)的数量为\(nlogn\)个。
  • \((q,w)\)对询问\([l,r]\)产生贡献时,\([l,r]\)包含\((q,w)\),则问题转化成区间覆盖问题,离线后用树状数组维护即可。

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