https://www.luogu.org/problem/P3413
Digital dp title
Count the number of direct Meng is not easy, but directly count the number of non-Meng easier
A non-sprouting for any number as long as a $ i $, $ num [i]! = Num [i + 1] and [i] num! = Num [i + 2] $
Note judge leading 0
#include<bits/stdc++.h> using namespace std; const int N=1005,mod=1e9+7; long long f[N][10][10][2][2],ans,A,B; char ch[2][N]; int num[N],cnt; long long dfs(int pos,int ls2,int ls1,bool lead,bool limit) { if(~f[pos][ls2][ls1][lead][limit]) return f[pos][ls2][ls1][lead][limit]; int r=limit?num[pos]:9; long long ret=0; for(int i=0;i<=r;++i) { if(pos==1 && ((i!=ls1 && i!=ls2) || (i==0 && lead))) ++ret; if(pos==1) continue; if(i!=ls2 && i!=ls1) ret=(ret+dfs(pos-1,ls1,i,(ls1==0)&lead,(i==num[pos])&limit))%mod; if(lead && i==0) ret=(ret+dfs(pos-1,ls1,0,(ls1==0)&lead,(i==num[pos])&limit))%mod; } f[pos][ls2][ls1][lead][limit]=ret; //cout<<pos<<" "<<ls2<<" "<<ls1<<" "<<lead<<" "<<limit<<" "<<ret<<endl; return ret; } void solve(bool on) { cnt=strlen(ch[on]+1); for(int i=1;i<=cnt;++i) num[i]=ch[on][cnt-i+1]-'0'; memset(f,-1,sizeof(f)); if(on) ans=(dfs(cnt,0,0,1,1)-ans+mod)%mod; else ans=dfs(cnt,0,0,1,1); } int main() { scanf("%s%s",ch[0]+1,ch[1]+1); solve(0); solve(1); bool flag=0; for(int i=1;i<=strlen(ch[0]+1);++i) { if(ch[0][i]==ch[0][i+1]) flag=1; if(ch[0][i]==ch[0][i+2]) flag=1; A=(A*10+ch[0][i]-'0')%mod; } for(int i=1;i<=strlen(ch[1]+1);++i) B=(B*10+ch[1][i]-'0')%mod; //cout<<"ans:"<<ans<<endl; if(flag) printf("%lld",((B-A-ans+1)%mod+mod)%mod); else printf("%lld",((B-A-ans)%mod+mod)%mod); return 0; }