Semipal.in/semipal.out
Por Costel The pig, our programmer in-training, have recently returned from the PETROZAPORKSK training camp. There, he learned a lot of things:how to boil a cob, how to scratch his belly using his keyboard, etc ... He almost remembers a programming problem too:
A semipalindrome is a word for which there exists a subword such that's a prefix of and (reverse) is a suffix of. For example, ' Ababba ' are a semipalindrom because the Subword ' ab ' is prefix of ' Ababba ' and ' ba ' are suffix of ' Ababba '.
Let's consider only semipalindromes that contain letters ' a ' and ' B '. You have to find the-th lexicographical semipalindrome of length.
Por Costel doesn ' t remember if the statement is exactly like this on PETROZAPORKSK, but he finds this problem interesting Enough and needs your help to solve it.
Input
On the first line of the file semipal.in, there was an integer () representing the number of test cases. On the next lines there was 2 numbers, (and K where is the number of semipalindromes of length.
Output
In the output file semipal.out, there should is lines, the-th of which should contain the answer for The-th test.
Example
Input
2
5 1
5 14
Output
Aaaaa
Bbabb
Because of the card memory, so the answer can not be all the table, but the answer every 100 minutes, so that only need to open an array of 10w. Then every time you ask, the answer begins with a recent record of violence, no more than 100 times to get the answer.
#include <cstdio>using namespace std; #define MOD 10000003typedef Long long ll;int n,a,b,x1,q,q1;int anss[100010]; int main () {freopen ("pocnitoare.in", "R", stdin), Freopen ("Pocnitoare.out", "w", stdout),//freopen ("K.in", "R", stdin); scanf ("%d%d%d%d%d%d", &n,&a,&b,&x1,&q,&q1); int now=x1;anss[1]=now;for (int i=2;i<= 10000003;++i) {now= ((ll) now* (LL) (i-1)% (ll) n)% (ll) n+ (LL) a% (LL) n) % (ll) n); if (i%100==1) anss[i/100+1]=now; } int now=anss[q1/100+1];//int tmp=q1%100-1;//for (int i=1;i<=tmp;++i)// now= (int) (((LL) now* (LL) (i-1)% (LL) N)% (ll) n+ (LL) a% (LL) n)% (ll) n),//printf ("%d\n", now), and for (int i=1;i<=q;++i) { if (i!=1) q1= ((int) (LL ) (i-1) * (LL) now% (LL) MOD) +b%mod)%mod+1; now=anss[(q1-1)/100+1];for (int j= (q1-1)/100*100+2;j<=q1;++j) now= (int) (((LL) now* (LL) (j-1)% (ll) n)% (LL) n + (LL) a% (LL) n)% (ll) n);p rintf ("%d\n", now); } return 0;}
"Chunking" Gym-100923k-por Costel and the Firecracker