[JZOJ5280]膜法师题解--思维+前缀和
[JZOJ5280]膜法师题解--思维+前缀和
题目链接
暴 力 过 于
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" alt="" />
分析
这题我太菜了根本想不到这么转化
首先观察条件:$g$是所有$b_i$的约数和限制$a_i-k \leq b_i \leq a_i$,要同时满足则:\(a_i \% g<=k\),因为若$a_i \equiv k \mod g $,则$a_i -k \equiv x \mod g(x>0)\(,显然在\)[a_i-k,a_i]$内没有一个$b_i$使得$b_i \equiv 0 \mod g$
于是我们可以枚举$g$,由刚刚的说明可以知道在$[i \times g ,i \times g +k] (i \in Z^+)$区间中的$a_i$都是合法的,由于值域很小,我们可以直接用前缀和统计区间内$a_i$个数,这时候这种区间外的所有$a_i$则是不合法的
但是这时候有个需要注意的地方,设$w=max(a_i)$对于小于等于$k$的所有g值,区间已经覆盖了所有的$[g,w]\(,我们只需统计\)[1,g)$区间有多少非法个数就好了
按照上述处理时间复杂度为$w+w/2+w/3+...+1= w \ln w$
代码
const int maxn=6000005;
const int inf=0x7fffffff;
int sum[maxn];
int n,k,f,mx,ans=0,anss=0;
int main(){
int T,x;
int p,g;
read(T);
while(T--){
mx=-inf;
read(n),read(k),read(f);
memset(sum,0,sizeof(sum));
for(ri i=1;i<=n;i++){
read(x);
mx=max(mx,x);
sum[x]++;
}
for(ri i=1;i<=mx+k;i++){
sum[i]=sum[i]+sum[i-1];
}
for(ri i=1;i<=k&&sum[i-1]<=f;i++)printf("%d ",i);
for(g=k+1;g<=mx&&sum[g-1]<=f;g++){
ans=0;
for(p=g;p<=mx;p+=g){
ans+=sum[p+k]-sum[p-1];
}
if(ans+f>=n)printf("%d ",g);
}
puts("");
}
return 0;
}
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