F. Restore a number
Vasya decided to pass a very large an integer n to Kate. First, he wrote that number as a string, then he appended to the right integer k -the number of digits in n.
Magically, all the numbers were shuffled in arbitrary order while this note is passed to Kate. The only thing that Vasya remembers, are a non-empty substring of n (a substring of n is a seq Uence of consecutive digits of the number n).
Vasya knows that there is more than one of the to restore the number n. Your task is to find the smallest possible initial integer n. Note that decimal representation of number N contained no leading zeroes, except the case the integer n is equal to zero itself (in the case a, single digit 0 is used).
Input
The first line of the input contains the string received by Kate. The number of digits in this string does not exceed 1.
The second line contains the substring of n which Vasya remembers. This string can contain leading zeroes.
It is guaranteed that the input data is correct, and the answer always exists.
Output
Print the smalles integer n which Vasya could pass to Kate.
Examples
input
003512
021
Output
30021
Test Instructions:Give you a string a, a string A is an n string form +n bit string form scrambled to and B is n substring now ask you can constitute the smallest n 10 how littleThe
following:The smaller the number of observations, the smaller the n will be, the more we enumerate the digits, and then a bunch of simulations.
#include <bits/stdc++.h>using namespacestd;Const intN = 3e6+ -, M = 1e6+Ten, mod = 1e9+7, INF = 1e9+ +; typedefLong Longll;intH[n];vector<string>ans;CharA[n],sub[n];intb[n],sub,y[1001];intPushdown (intLen) { for(intI=0; i<=9; i++) h[i]-=Y[i]; intTMP = Len,can =1; while(TMP) {if(h[tmp%Ten]) h[tmp%Ten] = h[tmp%Ten]-1; Else{can =0; h[tmp%Ten] = h[tmp%Ten]-1;} TMP/=Ten; } intsum =0; for(intI=0; i<=9; i++) h[i]+=Y[i]; for(intI=0; i<=9; i++) sum+=H[i]; if(sum!=len| |!can) {tmp=Len; while(TMP) {h[tmp%Ten] = h[tmp%Ten] +1; TMP/=Ten; } return 0; } Else return 1;}intMain () {scanf ("%s", A +1); intL = strlen (A +1); GetChar (); Gets (sub+1); Sub= strlen (sub+1); for(intI=1; i<=l;i++) h[a[i]-'0']++; if(l==2&&h[0]==1&&h[1]==1) {printf ("0\n");return 0;} for(intI=1; i<=sub;i++) y[sub[i]-'0']++; for(intLen =1;; len++) { if(!pushdown (len))Continue; for(intI=0; i<=9; i++) h[i]-=Y[i]; intFIR, cnt =0; for(intI=0; i<=9; i++) { for(intj=1; j<=h[i];j++) {b[++CNT] =i; } } //if all of the 0 cases if(b[cnt]==0&&sub[1]!='0') { for(intI=1; i<=sub;i++) printf ("%c", Sub[i]); for(intI=1; i<=cnt;i++) printf ("%c", b[i]+'0'); } Else{//just find the sub-location .//cout<<1<<endl; for(intI=1; i<=cnt;i++) { if(B[i]) {Swap (b[1],b[i]); Break; } } if(sub==0) { for(intI=1; i<=cnt;i++) printf ("%c", b[i]+'0'); return 0; } intf =-1; for(intj=2; j<=sub;j++) { if(sub[j]>sub[j-1]) {f=1; Break; } Else if(sub[j]<sub[j-1]) {f=0; Break;} Else Continue; } intYes =1; for(intI=1; i<=CNT;) { if(i==1&&sub[1]!='0') { intL =1, can =1; while(l<=sub&&l<=CNT) { if(b[l]+'0'<sub[l]) {can =0; Break;} Else if(b[l]+'0'>sub[l]) {can =1; Break;} Else{l++;} } if(CAN) {cout<<sub+1; Sort (b+1, b+cnt+1); Yes=0; } printf ("%c", b[i++]+'0');Continue; } Else if(i==1) {printf ("%c", b[i++]+'0'); Continue; } if(!yes) printf ("%c", b[i++]+'0'); Else { intL =i; intTMP =1; while(l<=cnt&&b[l]+'0'<Sub[tmp]) {printf ("%c", b[l++]+'0'); } if(f<=0) {printf ("%s", sub+1); } Else { while(l<=cnt&&b[l]+'0'==Sub[tmp]) {printf ("%c", b[l++]+'0'); } printf ("%s", sub+1); } Yes=0; I=l; } } if(yes) cout<<sub+1; } //cout<< "" <<len<<endl;printf"\ n");return 0; } return 0;}
Codeforces Round #350 (Div. 2) F. Restore a number simulated construction question