设读入的数组是a,树状数组用来维护a数组区间和sum,线段树用来维护一个另一个数组ssum的区间和,区间每个点a[i]*(n-i+1),那么l-r的答案是l-r的ssum-(n-r)*(sum[r]-sum[l-1]) (纸上画一下就知道了) #include<bits/stdc++.h> using namespace std; const int maxn=100010; int n,q,ql,qr,p; long long v,_sum; long long sum[maxn],ssum…

题目大意: https://codeforces.com/gym/102012/problem/H?csrf_token=c9d0191a64a241166d54a565b1615125 区间[l , r] 中有n条线 问用k种颜色最多能染多少区间  并输出区间和r - l: ∑n <= 2e6,1 <= k <= 2e5,0 <= l < r <= 1e9. 解题思路: 把N*2 个端点排序, 对端点和颜色进行入队出队操作 当颜色为空时说明这个区间满足要求,并将此线段…

#include<bits/stdc++.h> using namespace std; #define rep(i,a,b) for(int i=a;i<=b;++i) #define ms(arr,a) memset(arr,a,sizeof arr) #define debug(x) cout<<"< "#x" = "<<x<<" >"<<endl const i…

H.Ryuji doesn't want to study 27.34% 1000ms 262144K   Ryuji is not a good student, and he doesn't want to study. But there are n books he should learn, each book has its knowledge a[i]a[i]. Unfortunately, the longer he learns, the fewer he gets. That…

2019~2020icpc亚洲区域赛徐州站H. Yuuki and a problem 题意: 给定一个长度为\(n\)的序列,有两种操作: 1:单点修改. 2:查询区间\([L,R]\)范围内所有子集和中没出现的最小正整数. 思路: 对于维护序列的问题大概率是数据结构的题目了,先确定一下题目的性质. 操作2需要我们提取\([l,r]\)范围内的值,这可以用主席树解决,同时需要带修,所以可以用树状数组套主席树完成. 确定是树套树后,考虑怎么维护操作2. 我们考虑一个节点,先看看能不能表示成1,如…

https://nanti.jisuanke.com/t/31460 题意 两个操作.1:查询区间[l,r]的和,设长度为L=r-l+1, sum=a[l]*L+a[l+1]*(L-1)+...+a[r].2:将第a个位置修改为b. 分析 变形一下,sum=a[l]*(r-l+1)+a[l+1]*(r-(l+1)-1)+...+a[r](r-r+1)=(r+1)*a[l]-a[l]*l.因此,可维护两个树状数组计算.至于更新操作,实质就是看变化前后的差值,变大就相当与加上差值,否则就是减.注意用…

题目链接:https://nanti.jisuanke.com/t/31460 Ryuji is not a good student, and he doesn't want to study. But there are n books he should learn, each book has its knowledge $a[i]$. Unfortunately, the longer he learns, the fewer he gets. That means, if he re…

题目链接: https://nanti.jisuanke.com/t/31458 题解: 建立两个树状数组,第一个是,a[1]*n+a[2]*(n-1)....+a[n]*1;第二个是正常的a[1],a[2],a[3]...a[n] #include "bits/stdc++.h" using namespace std; #define ll long long const int MAXN=1e5+10; ll sum[MAXN],ans[MAXN]; ll num[MAXN];…

262144K   Ryuji is not a good student, and he doesn't want to study. But there are n books he should learn, each book has its knowledge a[i]a[i]. Unfortunately, the longer he learns, the fewer he gets. That means, if he reads books from ll to rr, he…

题意: 先有\(n=p_1^{k_1}p_2^{k_2}\cdots p_m^{k_m}\),定义\(f(n)=k_1+k_2+\cdots+k_m\). 现在计算 \[ \sum_{i=1}^nf(i!)\% 998244353 \] 思路: 首先注意到\(f\)函数有这样一个性质:\(f(ab)=f(a)+f(b)\). 那么我们化简所求式子有: \[ \begin{aligned} &\sum_{i=1}^nf(i!)\\ =&\sum_{i=1}^n\sum_{j=1}^if(j)…