[Luogu 2023] AHOI2009 维护序列

Posted 2020-11-19 capella

[Luogu 2023] AHOI2009 维护序列

<题目链接>

---

恕我冒昧这和线段树模板二有个琴梨区别？

#include <cstdio>
int n,m;
long long p;
class SegmentTree
{
    private:
        struct Node
        {
            int left,right;
            long long v,mul,add;
            Node *c[2];
            Node(int l,int r):left(l),right(r),mul(1LL),add(0LL)
            {
                if(l==r)
                {
                    scanf("%lld",&v);
                    return;
                }
                int mid=l+r>>1;
                c[0]=new Node(l,mid);
                c[1]=new Node(mid+1,r);
                PushUp();
            }
            ~Node(void)
            {
                if(c[0]!=nullptr)
                    delete c[0];
                if(c[1]!=nullptr)
                    delete c[1];
            }
            long long Size(void)
            {
                return (long long)(right-left+1);
            }
            long long Value(bool p)
            {
                return c[p]!=nullptr ? c[p]->v : 0;
            }
            void Modify(long long _mul,long long _add)
            {
                v=(v*_mul+Size()*_add)%p;
                mul=mul*_mul%p;
                add=(add*_mul+_add)%p;
            }
            void MulModify(long long k)
            {
                v=v*k%p;
                mul=mul*k%p;
                add=add*k%p;
            }
            void AddModify(long long k)
            {
                v=(v+Size()*k)%p;
                add=(add+k)%p;
            }
            void PushUp(void)
            {
                v=(Value(0)+Value(1))%p;
            }
            void PushDown(void)
            {
                if(c[0]!=nullptr)
                    c[0]->Modify(mul,add);
                if(c[1]!=nullptr)
                    c[1]->Modify(mul,add);
                mul=1,add=0;
            }
            void Mul(int l,int r,long long k)
            {
                if(l==left && r==right)
                {
                    MulModify(k);
                    return;
                }
                PushDown();
                int mid=left+right>>1;
                if(r<=mid)
                    c[0]->Mul(l,r,k);
                else if(l>mid)
                    c[1]->Mul(l,r,k);
                else
                {
                    c[0]->Mul(l,mid,k);
                    c[1]->Mul(mid+1,r,k);
                }
                PushUp();
            }
            void Add(int l,int r,long long k)
            {
                if(l==left && r==right)
                {
                    AddModify(k);
                    return;
                }
                PushDown();
                int mid=left+right>>1;
                if(r<=mid)
                    c[0]->Add(l,r,k);
                else if(l>mid)
                    c[1]->Add(l,r,k);
                else
                {
                    c[0]->Add(l,mid,k);
                    c[1]->Add(mid+1,r,k);
                }
                PushUp();
            }
            long long Sum(int l,int r)
            {
                if(l==left && r==right)
                    return v;
                PushDown();
                int mid=left+right>>1;
                if(r<=mid)
                    return c[0]->Sum(l,r);
                else if(l>mid)
                    return c[1]->Sum(l,r);
                else
                    return (c[0]->Sum(l,mid)+c[1]->Sum(mid+1,r))%p;
            }
        }*root;
    public:
        SegmentTree(int n):root(new Node(1,n)){}
        ~SegmentTree(void)
        {
            delete root;
        }
        void Mul(int l,int r)
        {
            long long k;
            scanf("%lld",&k);
            root->Mul(l,r,k);
        }
        void Add(int l,int r)
        {
            long long k;
            scanf("%lld",&k);
            root->Add(l,r,k);
        }
        void Sum(int l,int r)
        {
            printf("%lld
",root->Sum(l,r));
        }
};
int main(int argc,char** argv)
{
    scanf("%d %lld",&n,&p);
    SegmentTree *T=new SegmentTree(n);
    scanf("%d",&m);
    for(int i=1,opt,x,y;i<=m;++i)
    {
        scanf("%d %d %d",&opt,&x,&y);
        switch(opt)
        {
            case 1:
                T->Mul(x,y);
                break;
            case 2:
                T->Add(x,y);
                break;
            case 3:
                T->Sum(x,y);
                break;
        }
    }
    delete T;
    return 0;
}