BZOJ2492 Revenge of Fibonacci

首先我们高精度加法算出前10W个数。。。

然后把所有的前40位搞出来建成trie树,于是就变成了模板题了。。。

说一下。。。这题要是直接建出来son[tot][10]会MLE。。。所以。。。建trie树的时候得像建普通树一样add_edge

QAQ卡内存sxbk

 /**************************************************************
Problem: 2492
User: rausen
Language: C++
Result: Accepted
Time:2836 ms
Memory:71184 kb
****************************************************************/ #include <cstdio>
#include <cstring>
#include <algorithm>
#include <map> using namespace std;
const int radix = 1e8;
const int Mx = 1e5;
const int N = ; struct fib {
int l, x[]; inline void zero() {
memset(x, , sizeof(x));
l = ;
}
inline void one() {
memset(x, , sizeof(x));
x[] = l = ;
}
inline int& operator [] (const int &p) {
return x[p];
} inline fib operator + (const fib &b) const {
static fib res;
static int i;
res.zero(), res.l = max(l, b.l);
for (i = ; i < res.l; ++i) {
res[i] += x[i] + b.x[i];
res[i + ] = res[i] / radix, res[i] %= radix;
}
if (res[res.l]) ++res.l;
return res;
}
} a, b, c; char ch[]; struct edge {
int next, to, t;
edge() {}
edge(int _n, int _to, int _t) : next(_n), to(_to), t(_t) {}
} e[N];
int first[N], tot, pos[N], cnt_T; inline void add_edge(const int &x, const int &y, const int &t) {
e[++tot] = edge(first[x], y, t), first[x] = tot;
} inline int find(const int &p, const int &t) {
static int x;
for (x = first[p]; x; x = e[x].next)
if (e[x].t == t) return e[x].to;
return ;
} #define Pos pos[p]
inline void trie_insert(char* ch, const int &len, const int &P) {
static int p, i, t;
for (p = i = ; i < len; ++i) {
t = ch[i] - '';
if (!find(p, t)) {
add_edge(p, ++cnt_T, t);
p = cnt_T;
} else p = find(p, t);
if (Pos == ) Pos = P + ;
}
} inline void trie_query(char *ch, const int &len) {
static int p, i, t;
for (p = i = ; i < len; ++i) {
t = ch[i] - '';
if ((p = find(p, t)) == ) {
puts("-1");
return;
}
}
printf("%d\n", Pos - );
}
#undef Pos int main() {
int i, j, tot_len, tmp, len, Q, icase;
a.one(), b.one();
trie_insert("", , );
for (i = ; i < Mx; ++i) {
c = b + a, a = b, b = c, len = c.l;
tot_len = sprintf(ch, "%d", c[len - ]);
for (j = ; j <= len; ++j) {
tmp = sprintf(ch + tot_len, "%08d", c[len - j]);
if ((tot_len += tmp) >= ) break;
}
tot_len = min(tot_len, );
trie_insert(ch, tot_len, i);
}
scanf("%d", &Q);
for (icase = ; icase <= Q; ++icase) {
scanf("%s", ch);
len = strlen(ch);
printf("Case #%d: ", icase);
trie_query(ch, len);
}
return ;
}
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