# | 제출 시각 | 아이디 | 문제 | 언어 | 결과 | 실행 시간 | 메모리 |
---|---|---|---|---|---|---|---|
22896 | 2017-04-30T09:42:20 Z | pichulia | Fully Generate (KRIII5_FG) | C++ | 246 ms | 3932 KB |
#include<stdio.h> #define M 1000000007 #define X 60009 int m; int gl; long long int n; long long int a[X+1][2]; long long int g[X+1][2]; long long int gs[X+1]; int get_index(long long int x) { int l, r, mid; l = 1; r = m; while (l < r) { mid = (l + r) / 2; if (a[mid][0] <= x) { if (a[mid][1] > x) return mid; l = mid + 1; } else { r = mid; } } return l; } void inil() { long long int i, j, k, l; a[1][0] = 1; a[1][1] = 2; a[2][0] = 2; a[2][1] = 4; m = 3; j = 4; // a[i][0] <= x < a[i][1] --> g[x] = i for (i = 3; i < X; i++) { k = get_index(i); a[i][0] = j; a[i][1] = j + k; j += k; m++; } // g[i][0] <= x < g[i][1] --> // g[x] == gs[i] + (x - g[i][0]) / i g[1][0] = 1; g[1][1] = 2; g[2][0] = 2; g[2][1] = 6; g[3][0] = 6; g[3][1] = 12; g[4][0] = 12; g[4][1] = 24; gs[1] = 1; gs[2] = 2; gs[3] = 4; gs[4] = 6; gs[5] = 9; gl = 5; j = 24; for (i = 5; i < X; i++) { k = get_index(i); g[i][0] = j; g[i][1] = j + k*i; j = j + k*i; gs[i + 1] = gs[i] + k; if (j > 1000000000000LL) { gl = i + 1; break; } } } long long int d[X]; long long int exp(long long int p, int q) { long long int r = 1; long long int z = p; while (q) { if (q & 1) { r = (r*z) % M; } z = (z*z) % M; q /= 2; } return r; } void precess() { int i, j, k, l; d[1] = 1; for (i = 2; i < gl; i++) { d[i] = 1; k = get_index(i); for (j = 0; j < k; j++) { d[i] = (d[i] * (gs[i] + j)) % M; } d[i] = exp(d[i], i); d[i] = (d[i - 1] * d[i]) % M; } } int get_gindex(long long int x) { int l, r, mid; l = 1; r = gl; while (l < r) { mid = (l + r) / 2; if (g[mid][0] <= x) { if (g[mid][1] > x) { return mid; } l = mid + 1; } else { r = mid; } } return l; } int main() { inil(); precess(); scanf("%lld", &n); if (n == 1) { printf("1\n"); return 0; } int gi = get_gindex(n); long long int res = d[gi - 1]; long long int k = (n - g[gi][0]) / gi; for (int i = 0; i < k; i++) { res = (res * exp(gs[gi] + i, gi)) % M; } long long int si; si = g[gi][0] + gi*k; // printf("%lld %lld %d\n", k, si, gi); for (; si <= n; si++) { res = (res * (gs[gi] + k)) % M; } printf("%lld\n", res); return 0; }
Compilation message
# | 결과 | 실행 시간 | 메모리 | Grader output |
---|---|---|---|---|
1 | Correct | 206 ms | 3932 KB | Output is correct |
2 | Correct | 206 ms | 3932 KB | Output is correct |
3 | Correct | 209 ms | 3932 KB | Output is correct |
4 | Correct | 206 ms | 3932 KB | Output is correct |
5 | Correct | 206 ms | 3932 KB | Output is correct |
6 | Correct | 203 ms | 3932 KB | Output is correct |
7 | Correct | 199 ms | 3932 KB | Output is correct |
8 | Correct | 206 ms | 3932 KB | Output is correct |
9 | Correct | 206 ms | 3932 KB | Output is correct |
10 | Correct | 203 ms | 3932 KB | Output is correct |
11 | Correct | 199 ms | 3932 KB | Output is correct |
12 | Correct | 199 ms | 3932 KB | Output is correct |
13 | Correct | 203 ms | 3932 KB | Output is correct |
14 | Correct | 206 ms | 3932 KB | Output is correct |
15 | Correct | 209 ms | 3932 KB | Output is correct |
16 | Correct | 206 ms | 3932 KB | Output is correct |
17 | Correct | 203 ms | 3932 KB | Output is correct |
18 | Correct | 196 ms | 3932 KB | Output is correct |
19 | Correct | 206 ms | 3932 KB | Output is correct |
20 | Correct | 203 ms | 3932 KB | Output is correct |
21 | Correct | 203 ms | 3932 KB | Output is correct |
22 | Correct | 203 ms | 3932 KB | Output is correct |
23 | Correct | 206 ms | 3932 KB | Output is correct |
24 | Correct | 203 ms | 3932 KB | Output is correct |
25 | Correct | 209 ms | 3932 KB | Output is correct |
26 | Correct | 203 ms | 3932 KB | Output is correct |
27 | Correct | 206 ms | 3932 KB | Output is correct |
28 | Correct | 219 ms | 3932 KB | Output is correct |
29 | Correct | 233 ms | 3932 KB | Output is correct |
30 | Correct | 219 ms | 3932 KB | Output is correct |
31 | Correct | 206 ms | 3932 KB | Output is correct |
32 | Correct | 246 ms | 3932 KB | Output is correct |
33 | Correct | 229 ms | 3932 KB | Output is correct |
34 | Correct | 209 ms | 3932 KB | Output is correct |
35 | Correct | 243 ms | 3932 KB | Output is correct |
36 | Correct | 203 ms | 3932 KB | Output is correct |
37 | Correct | 206 ms | 3932 KB | Output is correct |
38 | Correct | 203 ms | 3932 KB | Output is correct |
39 | Correct | 229 ms | 3932 KB | Output is correct |
40 | Correct | 206 ms | 3932 KB | Output is correct |
41 | Correct | 209 ms | 3932 KB | Output is correct |
42 | Correct | 199 ms | 3932 KB | Output is correct |
43 | Correct | 246 ms | 3932 KB | Output is correct |
44 | Correct | 213 ms | 3932 KB | Output is correct |
45 | Correct | 223 ms | 3932 KB | Output is correct |
46 | Correct | 226 ms | 3932 KB | Output is correct |
47 | Correct | 236 ms | 3932 KB | Output is correct |
48 | Correct | 216 ms | 3932 KB | Output is correct |
49 | Correct | 206 ms | 3932 KB | Output is correct |
50 | Correct | 216 ms | 3932 KB | Output is correct |
# | 결과 | 실행 시간 | 메모리 | Grader output |
---|---|---|---|---|
1 | Correct | 206 ms | 3932 KB | Output is correct |
2 | Correct | 206 ms | 3932 KB | Output is correct |
3 | Correct | 209 ms | 3932 KB | Output is correct |
4 | Correct | 206 ms | 3932 KB | Output is correct |
5 | Correct | 206 ms | 3932 KB | Output is correct |
6 | Correct | 203 ms | 3932 KB | Output is correct |
7 | Correct | 199 ms | 3932 KB | Output is correct |
8 | Correct | 206 ms | 3932 KB | Output is correct |
9 | Correct | 206 ms | 3932 KB | Output is correct |
10 | Correct | 203 ms | 3932 KB | Output is correct |
11 | Correct | 199 ms | 3932 KB | Output is correct |
12 | Correct | 199 ms | 3932 KB | Output is correct |
13 | Correct | 203 ms | 3932 KB | Output is correct |
14 | Correct | 206 ms | 3932 KB | Output is correct |
15 | Correct | 209 ms | 3932 KB | Output is correct |
16 | Correct | 206 ms | 3932 KB | Output is correct |
17 | Correct | 203 ms | 3932 KB | Output is correct |
18 | Correct | 196 ms | 3932 KB | Output is correct |
19 | Correct | 206 ms | 3932 KB | Output is correct |
20 | Correct | 203 ms | 3932 KB | Output is correct |
21 | Correct | 203 ms | 3932 KB | Output is correct |
22 | Correct | 203 ms | 3932 KB | Output is correct |
23 | Correct | 206 ms | 3932 KB | Output is correct |
24 | Correct | 203 ms | 3932 KB | Output is correct |
25 | Correct | 209 ms | 3932 KB | Output is correct |
26 | Correct | 203 ms | 3932 KB | Output is correct |
27 | Correct | 206 ms | 3932 KB | Output is correct |
28 | Correct | 219 ms | 3932 KB | Output is correct |
29 | Correct | 233 ms | 3932 KB | Output is correct |
30 | Correct | 219 ms | 3932 KB | Output is correct |
31 | Correct | 206 ms | 3932 KB | Output is correct |
32 | Correct | 246 ms | 3932 KB | Output is correct |
33 | Correct | 229 ms | 3932 KB | Output is correct |
34 | Correct | 209 ms | 3932 KB | Output is correct |
35 | Correct | 243 ms | 3932 KB | Output is correct |
36 | Correct | 203 ms | 3932 KB | Output is correct |
37 | Correct | 206 ms | 3932 KB | Output is correct |
38 | Correct | 203 ms | 3932 KB | Output is correct |
39 | Correct | 229 ms | 3932 KB | Output is correct |
40 | Correct | 206 ms | 3932 KB | Output is correct |
41 | Correct | 209 ms | 3932 KB | Output is correct |
42 | Correct | 199 ms | 3932 KB | Output is correct |
43 | Correct | 246 ms | 3932 KB | Output is correct |
44 | Correct | 213 ms | 3932 KB | Output is correct |
45 | Correct | 223 ms | 3932 KB | Output is correct |
46 | Correct | 226 ms | 3932 KB | Output is correct |
47 | Correct | 236 ms | 3932 KB | Output is correct |
48 | Correct | 216 ms | 3932 KB | Output is correct |
49 | Correct | 206 ms | 3932 KB | Output is correct |
50 | Correct | 216 ms | 3932 KB | Output is correct |
51 | Correct | 226 ms | 3932 KB | Output is correct |
52 | Correct | 219 ms | 3932 KB | Output is correct |
53 | Correct | 219 ms | 3932 KB | Output is correct |
54 | Correct | 229 ms | 3932 KB | Output is correct |
55 | Correct | 206 ms | 3932 KB | Output is correct |
56 | Correct | 199 ms | 3932 KB | Output is correct |
57 | Correct | 206 ms | 3932 KB | Output is correct |
58 | Correct | 209 ms | 3932 KB | Output is correct |
59 | Correct | 196 ms | 3932 KB | Output is correct |
60 | Correct | 206 ms | 3932 KB | Output is correct |
61 | Correct | 203 ms | 3932 KB | Output is correct |
62 | Correct | 216 ms | 3932 KB | Output is correct |
63 | Correct | 203 ms | 3932 KB | Output is correct |
64 | Correct | 206 ms | 3932 KB | Output is correct |
65 | Correct | 203 ms | 3932 KB | Output is correct |
66 | Correct | 206 ms | 3932 KB | Output is correct |
67 | Correct | 213 ms | 3932 KB | Output is correct |
68 | Correct | 206 ms | 3932 KB | Output is correct |
69 | Correct | 203 ms | 3932 KB | Output is correct |
70 | Correct | 209 ms | 3932 KB | Output is correct |
71 | Correct | 209 ms | 3932 KB | Output is correct |
72 | Correct | 203 ms | 3932 KB | Output is correct |
73 | Correct | 206 ms | 3932 KB | Output is correct |
74 | Correct | 203 ms | 3932 KB | Output is correct |
75 | Correct | 203 ms | 3932 KB | Output is correct |
76 | Correct | 206 ms | 3932 KB | Output is correct |
77 | Correct | 206 ms | 3932 KB | Output is correct |
78 | Correct | 199 ms | 3932 KB | Output is correct |
79 | Correct | 206 ms | 3932 KB | Output is correct |
80 | Correct | 213 ms | 3932 KB | Output is correct |
81 | Correct | 209 ms | 3932 KB | Output is correct |
82 | Correct | 206 ms | 3932 KB | Output is correct |
83 | Correct | 209 ms | 3932 KB | Output is correct |
84 | Correct | 246 ms | 3932 KB | Output is correct |
85 | Correct | 213 ms | 3932 KB | Output is correct |
86 | Correct | 206 ms | 3932 KB | Output is correct |
87 | Correct | 206 ms | 3932 KB | Output is correct |
88 | Correct | 199 ms | 3932 KB | Output is correct |
89 | Correct | 199 ms | 3932 KB | Output is correct |
90 | Correct | 203 ms | 3932 KB | Output is correct |
91 | Correct | 203 ms | 3932 KB | Output is correct |
92 | Correct | 206 ms | 3932 KB | Output is correct |
93 | Correct | 203 ms | 3932 KB | Output is correct |
94 | Correct | 206 ms | 3932 KB | Output is correct |
95 | Correct | 203 ms | 3932 KB | Output is correct |
96 | Correct | 206 ms | 3932 KB | Output is correct |
97 | Correct | 206 ms | 3932 KB | Output is correct |
98 | Correct | 203 ms | 3932 KB | Output is correct |
99 | Correct | 206 ms | 3932 KB | Output is correct |
100 | Correct | 203 ms | 3932 KB | Output is correct |
101 | Correct | 203 ms | 3932 KB | Output is correct |
102 | Correct | 206 ms | 3932 KB | Output is correct |
103 | Correct | 206 ms | 3932 KB | Output is correct |
104 | Correct | 206 ms | 3932 KB | Output is correct |
105 | Correct | 203 ms | 3932 KB | Output is correct |
106 | Correct | 203 ms | 3932 KB | Output is correct |
107 | Correct | 206 ms | 3932 KB | Output is correct |
108 | Correct | 206 ms | 3932 KB | Output is correct |
109 | Correct | 206 ms | 3932 KB | Output is correct |
110 | Correct | 223 ms | 3932 KB | Output is correct |
111 | Correct | 239 ms | 3932 KB | Output is correct |
112 | Correct | 203 ms | 3932 KB | Output is correct |
113 | Correct | 199 ms | 3932 KB | Output is correct |
114 | Correct | 206 ms | 3932 KB | Output is correct |
115 | Correct | 206 ms | 3932 KB | Output is correct |
116 | Correct | 203 ms | 3932 KB | Output is correct |
117 | Correct | 206 ms | 3932 KB | Output is correct |
118 | Correct | 206 ms | 3932 KB | Output is correct |
119 | Correct | 206 ms | 3932 KB | Output is correct |
120 | Correct | 206 ms | 3932 KB | Output is correct |