Submission #1868126


Source Code Expand

#include<cstdio>
#include<cstdlib>
#include<cstring>
#include<algorithm>
#include<cmath>
#include<functional>
#include<vector>
#include<queue>
using namespace std;
#define f(i,n) for(int i=0;i<(int)n;i++)
#define MOD 1000000009

int main(void){
	int ansvalue[120];
	f(i, 120)ansvalue[i] = 0;
	vector<vector<int> >ans[120];
	vector<int>ax;
	vector<int>ay;
	ax.push_back(0);
	ax.push_back(1);
	ax.push_back(3);
	ax.push_back(9);
	ay.push_back(0);
	ay.push_back(2);

	vector<int> g1[500];
	int g2[60][60];
	vector<pair<int, int> >stv;
	f(i, 60){
		f(j, 60)g2[i][j] = -1;
	}
	int v[500][500];
	vector<pair<int, int> >va[500];
	priority_queue< pair<int, pair<int, pair<int, int> > > >pq;
	f(i, 500){
		f(j, 500)v[i][j] = 0;
	}
	int n, m;
	int x, y, z;
	int c, s;
	int xx, yy;
	int k;
	scanf("%d %d", &n, &m);
	f(i, m){
		scanf("%d %d", &x, &y);
		x--;
		y--;
		v[x][y] = 1;
		v[y][x] = 1;
		va[x].push_back(make_pair(1, y));
		va[y].push_back(make_pair(1, x));
	}
	scanf("%d %d", &k, &z);
	f(i, z){
		scanf("%d %d", &x, &y);
	}
	f(i, 61){
		if (i*i == k){
			k = i;
			break;
		}
	}
	f(i, n){
		sort(va[i].begin(), va[i].end(), greater<pair<int, int> >());
	}


	f(px, ax.size()){
		f(py, ay.size()){
			for (int pz = 0; pz < 15 && pz < n; pz++){
				stv.clear();
				f(i, 500)g1[i].clear();
				f(i, 60){
					f(j, 60)g2[i][j] = -1;
				}
				while (!pq.empty())pq.pop();
				y = 0;
				f(i, n){
					z = 0;
					for (int j = 0; j < 8 && j < va[i].size(); j++){
						z += va[i][j].first;
					}
					stv.push_back(make_pair(-z, i));
				}
				sort(stv.begin(), stv.end());
				z = k / 2;
				g2[z][z] = stv[pz].second;
				g1[stv[pz].second].push_back((z*k) + z + 1);
				for (int i = -1; i < 2; i++){
					for (int j = -1; j < 2; j++){
						if (z + i >= 0 && z + i < k&&z + j >= 0 && z + j < k){
							if (g2[z + i][z + j] == -1){
								f(kk, n){
									c = 0;
									s = 0;
									if (g1[kk].empty()){
										for (int ii = -1; ii < 2; ii++){
											for (int jj = -1; jj < 2; jj++){
												if (ii != 0 || jj != 0){
													if (z + i + ii >= 0 && z + i + ii < k&&z + j + jj >= 0 && z + j + jj < k){
														if (g2[z + i + ii][z + j + jj] != -1){
															s += v[g2[z + i + ii][z + j + jj]][kk] * 9 * 9;
															if ((ii + jj + 2) % 2 == 0)s += v[g2[z + i + ii][z + j + jj]][kk] * ay[py] * 9;
														}
														else{
															while (c < va[kk].size()){
																if (g1[va[kk][c].second].empty()){
																	s += va[kk][c].first * 9 * ax[px];
																	if ((ii + jj + 2) % 2 == 0)s += va[kk][c].first*ax[px] * ay[py];
																	c++;
																	break;
																}
																else c++;
															}
														}
													}

												}
											}
										}
										pq.push(make_pair(s, make_pair(kk, make_pair(z + i, z + j))));
									}
								}
							}
						}
					}
				}
				if (k*k > n&&va[stv[pz].second].size()>8){
					z--;
					g2[z][z] = stv[pz].second;
					g1[stv[pz].second].push_back((z*k) + z + 1);
					for (int i = -1; i < 2; i++){
						for (int j = -1; j < 2; j++){
							if (z + i >= 0 && z + i < k&&z + j >= 0 && z + j < k){
								if (g2[z + i][z + j] == -1){
									f(kk, n){
										c = 0;
										s = 0;
										if (g1[kk].empty()){
											for (int ii = -1; ii < 2; ii++){
												for (int jj = -1; jj < 2; jj++){
													if (ii != 0 || jj != 0){
														if (z + i + ii >= 0 && z + i + ii < k&&z + j + jj >= 0 && z + j + jj < k){
															if (g2[z + i + ii][z + j + jj] != -1){
																s += v[g2[z + i + ii][z + j + jj]][kk] * 9 * 9;
																if ((ii + jj + 2) % 2 == 0)s += v[g2[z + i + ii][z + j + jj]][kk] * ay[py] * 9;
															}
															else{
																while (c < va[kk].size()){
																	if (g1[va[kk][c].second].empty()){
																		s += va[kk][c].first * 9 * ax[px];
																		if ((ii + jj + 2) % 2 == 0)s += va[kk][c].first*ax[px] * ay[py];
																		c++;
																		break;
																	}
																	else c++;
																}
															}
														}

													}
												}
											}
											pq.push(make_pair(s, make_pair(kk, make_pair(z + i, z + j))));
										}
									}
								}
							}
						}
					}
				}
				f(qq, n - 1){
					while ((!g1[pq.top().second.first].empty()) || g2[pq.top().second.second.first][pq.top().second.second.second] != -1)pq.pop();
					x = pq.top().second.first;
					xx = pq.top().second.second.first;
					yy = pq.top().second.second.second;
					g1[x].push_back(xx*k + yy + 1);
					g2[xx][yy] = x;
					for (int i = -1; i < 2; i++){
						for (int j = -1; j < 2; j++){
							if (xx + i >= 0 && xx + i < k&&yy + j >= 0 && yy + j < k){
								if (g2[xx + i][yy + j] == -1){
									f(kk, n){
										c = 0;
										s = 0;
										if (g1[kk].empty()){
											for (int ii = -1; ii < 2; ii++){
												for (int jj = -1; jj < 2; jj++){
													if (ii != 0 || jj != 0){
														if (xx + i + ii >= 0 && xx + i + ii < k&&yy + j + jj >= 0 && yy + j + jj < k){
															if (g2[xx + i + ii][yy + j + jj] != -1){
																s += v[g2[xx + i + ii][yy + j + jj]][kk] * 9 * 9;
																if ((ii + jj + 2) % 2 == 0)s += v[g2[xx + i + ii][yy + j + jj]][kk] * 9 * ay[py];
															}
															else{
																while (c < va[kk].size()){
																	if (g1[va[kk][c].second].empty()){
																		s += va[kk][c].first*ax[px] * 9;
																		if ((ii + jj + 2) % 2 == 0)s += va[kk][c].first*ax[px] * ay[py];
																		c++;
																		break;
																	}
																	else c++;
																}
															}
														}
													}
												}
											}
											pq.push(make_pair(s, make_pair(kk, make_pair(xx + i, yy + j))));
										}
									}
								}
								else if (i != 0 || j != 0){
									ansvalue[(ax.size()*ay.size()*pz) + (ay.size()*px) + py] += v[x][g2[xx + i][yy + j]];
								}
							}
						}
					}
				}
				f(i, n){
					ans[(ax.size()*ay.size()*pz) + (ay.size()*px) + py].push_back(g1[i]);
				}
			}

		}
	}


	y = 0;
	x = 0;
	f(i, 120){
		if (y<ansvalue[i]){
			y = ansvalue[i];
			x = i;
		}
	}
	f(i, n){
		printf("%d ", ans[x][i].size());
		f(j, ans[x][i].size()){
			printf("%d", ans[x][i][j]);
			if (j < ans[x][i].size() - 1)printf(" ");
			else printf("\n");
		}
	}
	return 0;
}

Submission Info

Submission Time
Task A - Problem 2
User ptrs
Language C++14 (GCC 5.4.1)
Score 11363753
Code Size 6701 Byte
Status AC
Exec Time 22026 ms
Memory 21480 KB

Compile Error

./Main.cpp: In function ‘int main()’:
./Main.cpp:239:33: warning: format ‘%d’ expects argument of type ‘int’, but argument 2 has type ‘std::vector<int>::size_type {aka long unsigned int}’ [-Wformat=]
   printf("%d ", ans[x][i].size());
                                 ^
./Main.cpp:43:24: warning: ignoring return value of ‘int scanf(const char*, ...)’, declared with attribute warn_unused_result [-Wunused-result]
  scanf("%d %d", &n, &m);
                        ^
./Main.cpp:45:25: warning: ignoring return value of ‘int scanf(const char*, ...)’, declared with attribute warn_unused_result [-Wunused-result]
   scanf("%d %d", &x, &y);
                         ^
./Main.cpp:53:24: warning: ignoring return value of ‘int scanf(const char*, ...)’, declared with attribute warn_unused_result [-Wunused-result]
  scanf("%d %d", &k, &z);
                        ^
./Main.cpp:55:25: warning: ignoring return value of ‘int scanf(const char*, ...)’, declared with attribute warn_unused_result [-Wunused-result]
   scanf("%d %d...

Judge Result

Set Name random_000 random_001 random_002 random_003 random_004 random_005 random_006 random_007 random_008 random_009 random_010 random_011 random_012 random_013 random_014 random_015 random_016 random_017 random_018 random_019 random_020 random_021 random_022 random_023 random_024 random_025 random_026 random_027 random_028 random_029 random_030 random_031 random_032 random_033 random_034 random_035 random_036 random_037 random_038 random_039 random_040 random_041 random_042 random_043 random_044 random_045 random_046 random_047 random_048 random_049 random_050 random_051 random_052 random_053 random_054 random_055 random_056 random_057 random_058 random_059 random_060 random_061 random_062 random_063 random_064 random_065 random_066 random_067 random_068 random_069 random_070 random_071 random_072 random_073 random_074 random_075 random_076 random_077 random_078 random_079 random_080 random_081 random_082 random_083 random_084 random_085 random_086 random_087 random_088 random_089 random_090 random_091 random_092 random_093 random_094 random_095 random_096 random_097 random_098 random_099 random_100 random_101 random_102 random_103 random_104 random_105 random_106 random_107 random_108 random_109 random_110 random_111 random_112 random_113 random_114 random_115 random_116 random_117 random_118 random_119 random_120 random_121 random_122 random_123 random_124 random_125 random_126 random_127 random_128 random_129 random_130 random_131 random_132 random_133 random_134 random_135 random_136 random_137 random_138 random_139 random_140 random_141 random_142 random_143 random_144 random_145 random_146 random_147 random_148 random_149
Score / Max Score 67999 / 1000000 38699 / 1000000 9900 / 1000000 91599 / 1000000 26499 / 1000000 51399 / 1000000 101999 / 1000000 130499 / 1000000 24899 / 1000000 19199 / 1000000 70999 / 1000000 144699 / 1000000 42599 / 1000000 11999 / 1000000 19800 / 1000000 89599 / 1000000 86599 / 1000000 106399 / 1000000 15399 / 1000000 110999 / 1000000 68099 / 1000000 89499 / 1000000 93799 / 1000000 71899 / 1000000 67899 / 1000000 21099 / 1000000 76799 / 1000000 53699 / 1000000 19499 / 1000000 40999 / 1000000 37599 / 1000000 146899 / 1000000 84799 / 1000000 100499 / 1000000 42199 / 1000000 116199 / 1000000 95199 / 1000000 129799 / 1000000 111299 / 1000000 95499 / 1000000 27499 / 1000000 27899 / 1000000 133399 / 1000000 37999 / 1000000 106999 / 1000000 143799 / 1000000 88199 / 1000000 95899 / 1000000 14499 / 1000000 67199 / 1000000 49099 / 1000000 33899 / 1000000 20499 / 1000000 22699 / 1000000 111799 / 1000000 77799 / 1000000 46899 / 1000000 143999 / 1000000 110699 / 1000000 125999 / 1000000 104499 / 1000000 61499 / 1000000 33999 / 1000000 46799 / 1000000 47899 / 1000000 123099 / 1000000 116899 / 1000000 76599 / 1000000 76599 / 1000000 122899 / 1000000 64099 / 1000000 43199 / 1000000 32499 / 1000000 125699 / 1000000 17199 / 1000000 117499 / 1000000 72099 / 1000000 113899 / 1000000 107599 / 1000000 95599 / 1000000 112299 / 1000000 46999 / 1000000 88999 / 1000000 105099 / 1000000 105700 / 1000000 100899 / 1000000 88399 / 1000000 71999 / 1000000 93999 / 1000000 29399 / 1000000 87399 / 1000000 87499 / 1000000 106399 / 1000000 120199 / 1000000 59699 / 1000000 43999 / 1000000 98599 / 1000000 117399 / 1000000 50399 / 1000000 81699 / 1000000 57099 / 1000000 129799 / 1000000 82999 / 1000000 13399 / 1000000 56499 / 1000000 56899 / 1000000 130499 / 1000000 110199 / 1000000 77899 / 1000000 120099 / 1000000 12199 / 1000000 119499 / 1000000 81599 / 1000000 112599 / 1000000 88399 / 1000000 77899 / 1000000 54899 / 1000000 108199 / 1000000 102899 / 1000000 20699 / 1000000 50599 / 1000000 26399 / 1000000 62899 / 1000000 118499 / 1000000 92299 / 1000000 50299 / 1000000 21499 / 1000000 22799 / 1000000 8199 / 1000000 77199 / 1000000 49199 / 1000000 57899 / 1000000 92499 / 1000000 68499 / 1000000 135599 / 1000000 137199 / 1000000 96199 / 1000000 96899 / 1000000 120599 / 1000000 39999 / 1000000 94899 / 1000000 16499 / 1000000 53899 / 1000000 15199 / 1000000 114899 / 1000000 77499 / 1000000 82999 / 1000000 25799 / 1000000 106099 / 1000000 127299 / 1000000
Status
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
AC × 1
Set Name Test Cases
random_000 10_random_000
random_001 10_random_001
random_002 10_random_002
random_003 10_random_003
random_004 10_random_004
random_005 10_random_005
random_006 10_random_006
random_007 10_random_007
random_008 10_random_008
random_009 10_random_009
random_010 10_random_010
random_011 10_random_011
random_012 10_random_012
random_013 10_random_013
random_014 10_random_014
random_015 10_random_015
random_016 10_random_016
random_017 10_random_017
random_018 10_random_018
random_019 10_random_019
random_020 10_random_020
random_021 10_random_021
random_022 10_random_022
random_023 10_random_023
random_024 10_random_024
random_025 10_random_025
random_026 10_random_026
random_027 10_random_027
random_028 10_random_028
random_029 10_random_029
random_030 10_random_030
random_031 10_random_031
random_032 10_random_032
random_033 10_random_033
random_034 10_random_034
random_035 10_random_035
random_036 10_random_036
random_037 10_random_037
random_038 10_random_038
random_039 10_random_039
random_040 10_random_040
random_041 10_random_041
random_042 10_random_042
random_043 10_random_043
random_044 10_random_044
random_045 10_random_045
random_046 10_random_046
random_047 10_random_047
random_048 10_random_048
random_049 10_random_049
random_050 10_random_050
random_051 10_random_051
random_052 10_random_052
random_053 10_random_053
random_054 10_random_054
random_055 10_random_055
random_056 10_random_056
random_057 10_random_057
random_058 10_random_058
random_059 10_random_059
random_060 10_random_060
random_061 10_random_061
random_062 10_random_062
random_063 10_random_063
random_064 10_random_064
random_065 10_random_065
random_066 10_random_066
random_067 10_random_067
random_068 10_random_068
random_069 10_random_069
random_070 10_random_070
random_071 10_random_071
random_072 10_random_072
random_073 10_random_073
random_074 10_random_074
random_075 10_random_075
random_076 10_random_076
random_077 10_random_077
random_078 10_random_078
random_079 10_random_079
random_080 10_random_080
random_081 10_random_081
random_082 10_random_082
random_083 10_random_083
random_084 10_random_084
random_085 10_random_085
random_086 10_random_086
random_087 10_random_087
random_088 10_random_088
random_089 10_random_089
random_090 10_random_090
random_091 10_random_091
random_092 10_random_092
random_093 10_random_093
random_094 10_random_094
random_095 10_random_095
random_096 10_random_096
random_097 10_random_097
random_098 10_random_098
random_099 10_random_099
random_100 10_random_100
random_101 10_random_101
random_102 10_random_102
random_103 10_random_103
random_104 10_random_104
random_105 10_random_105
random_106 10_random_106
random_107 10_random_107
random_108 10_random_108
random_109 10_random_109
random_110 10_random_110
random_111 10_random_111
random_112 10_random_112
random_113 10_random_113
random_114 10_random_114
random_115 10_random_115
random_116 10_random_116
random_117 10_random_117
random_118 10_random_118
random_119 10_random_119
random_120 10_random_120
random_121 10_random_121
random_122 10_random_122
random_123 10_random_123
random_124 10_random_124
random_125 10_random_125
random_126 10_random_126
random_127 10_random_127
random_128 10_random_128
random_129 10_random_129
random_130 10_random_130
random_131 10_random_131
random_132 10_random_132
random_133 10_random_133
random_134 10_random_134
random_135 10_random_135
random_136 10_random_136
random_137 10_random_137
random_138 10_random_138
random_139 10_random_139
random_140 10_random_140
random_141 10_random_141
random_142 10_random_142
random_143 10_random_143
random_144 10_random_144
random_145 10_random_145
random_146 10_random_146
random_147 10_random_147
random_148 10_random_148
random_149 10_random_149
Case Name Status Exec Time Memory
10_random_000 AC 4095 ms 5356 KB
10_random_001 AC 1764 ms 3456 KB
10_random_002 AC 120 ms 1664 KB
10_random_003 AC 7876 ms 7412 KB
10_random_004 AC 355 ms 2052 KB
10_random_005 AC 1458 ms 3196 KB
10_random_006 AC 15569 ms 13288 KB
10_random_007 AC 12195 ms 10996 KB
10_random_008 AC 291 ms 1796 KB
10_random_009 AC 519 ms 2172 KB
10_random_010 AC 3090 ms 4080 KB
10_random_011 AC 20683 ms 20592 KB
10_random_012 AC 9386 ms 10864 KB
10_random_013 AC 55 ms 1536 KB
10_random_014 AC 352 ms 2052 KB
10_random_015 AC 6007 ms 7160 KB
10_random_016 AC 4217 ms 4848 KB
10_random_017 AC 7283 ms 6644 KB
10_random_018 AC 111 ms 1664 KB
10_random_019 AC 16031 ms 11880 KB
10_random_020 AC 2750 ms 3956 KB
10_random_021 AC 12612 ms 10992 KB
10_random_022 AC 7169 ms 7148 KB
10_random_023 AC 16451 ms 12520 KB
10_random_024 AC 13520 ms 12136 KB
10_random_025 AC 231 ms 1792 KB
10_random_026 AC 18006 ms 20712 KB
10_random_027 AC 1598 ms 3196 KB
10_random_028 AC 176 ms 1664 KB
10_random_029 AC 905 ms 2424 KB
10_random_030 AC 7567 ms 11124 KB
10_random_031 AC 22026 ms 20072 KB
10_random_032 AC 4481 ms 4856 KB
10_random_033 AC 6457 ms 6896 KB
10_random_034 AC 3501 ms 4596 KB
10_random_035 AC 9540 ms 7916 KB
10_random_036 AC 8763 ms 8180 KB
10_random_037 AC 17579 ms 12016 KB
10_random_038 AC 16401 ms 11880 KB
10_random_039 AC 5909 ms 8180 KB
10_random_040 AC 739 ms 2432 KB
10_random_041 AC 416 ms 2056 KB
10_random_042 AC 14476 ms 11248 KB
10_random_043 AC 2211 ms 3836 KB
10_random_044 AC 18768 ms 21480 KB
10_random_045 AC 20122 ms 20840 KB
10_random_046 AC 6044 ms 6768 KB
10_random_047 AC 8988 ms 13812 KB
10_random_048 AC 154 ms 1664 KB
10_random_049 AC 2453 ms 3956 KB
10_random_050 AC 1787 ms 3444 KB
10_random_051 AC 810 ms 2436 KB
10_random_052 AC 283 ms 1796 KB
10_random_053 AC 234 ms 1792 KB
10_random_054 AC 11924 ms 11112 KB
10_random_055 AC 15863 ms 12008 KB
10_random_056 AC 1499 ms 3316 KB
10_random_057 AC 17166 ms 13288 KB
10_random_058 AC 19421 ms 21352 KB
10_random_059 AC 20639 ms 19696 KB
10_random_060 AC 6968 ms 6644 KB
10_random_061 AC 2080 ms 3576 KB
10_random_062 AC 604 ms 2304 KB
10_random_063 AC 1252 ms 2936 KB
10_random_064 AC 1551 ms 3316 KB
10_random_065 AC 16964 ms 12520 KB
10_random_066 AC 18370 ms 12648 KB
10_random_067 AC 7317 ms 7276 KB
10_random_068 AC 3313 ms 4216 KB
10_random_069 AC 10769 ms 12012 KB
10_random_070 AC 2486 ms 3828 KB
10_random_071 AC 951 ms 2552 KB
10_random_072 AC 537 ms 2172 KB
10_random_073 AC 14061 ms 10856 KB
10_random_074 AC 123 ms 1664 KB
10_random_075 AC 8902 ms 7916 KB
10_random_076 AC 3242 ms 4208 KB
10_random_077 AC 8707 ms 8172 KB
10_random_078 AC 11141 ms 10600 KB
10_random_079 AC 7224 ms 7284 KB
10_random_080 AC 15602 ms 11496 KB
10_random_081 AC 1289 ms 2676 KB
10_random_082 AC 14924 ms 11240 KB
10_random_083 AC 20922 ms 20592 KB
10_random_084 AC 4 ms 1280 KB
10_random_085 AC 8428 ms 7660 KB
10_random_086 AC 5498 ms 7024 KB
10_random_087 AC 3213 ms 4208 KB
10_random_088 AC 6474 ms 7412 KB
10_random_089 AC 365 ms 2184 KB
10_random_090 AC 5389 ms 7024 KB
10_random_091 AC 6630 ms 7156 KB
10_random_092 AC 13828 ms 12264 KB
10_random_093 AC 10148 ms 8300 KB
10_random_094 AC 1923 ms 3576 KB
10_random_095 AC 998 ms 2552 KB
10_random_096 AC 9559 ms 11764 KB
10_random_097 AC 11170 ms 10984 KB
10_random_098 AC 6768 ms 7540 KB
10_random_099 AC 9462 ms 11628 KB
10_random_100 AC 12619 ms 11120 KB
10_random_101 AC 13964 ms 12020 KB
10_random_102 AC 5133 ms 7672 KB
10_random_103 AC 66 ms 1536 KB
10_random_104 AC 1805 ms 3444 KB
10_random_105 AC 1920 ms 3444 KB
10_random_106 AC 11839 ms 10484 KB
10_random_107 AC 9907 ms 8300 KB
10_random_108 AC 3779 ms 4592 KB
10_random_109 AC 12955 ms 10736 KB
10_random_110 AC 56 ms 1536 KB
10_random_111 AC 20387 ms 20328 KB
10_random_112 AC 8134 ms 7796 KB
10_random_113 AC 10692 ms 11244 KB
10_random_114 AC 4547 ms 5104 KB
10_random_115 AC 7858 ms 7404 KB
10_random_116 AC 1713 ms 3320 KB
10_random_117 AC 7858 ms 7540 KB
10_random_118 AC 11874 ms 11116 KB
10_random_119 AC 1080 ms 2684 KB
10_random_120 AC 3139 ms 4348 KB
10_random_121 AC 323 ms 1924 KB
10_random_122 AC 10266 ms 11112 KB
10_random_123 AC 10349 ms 11884 KB
10_random_124 AC 5442 ms 5240 KB
10_random_125 AC 15358 ms 19952 KB
10_random_126 AC 179 ms 1792 KB
10_random_127 AC 251 ms 1792 KB
10_random_128 AC 13 ms 1408 KB
10_random_129 AC 3625 ms 4472 KB
10_random_130 AC 5057 ms 6132 KB
10_random_131 AC 13015 ms 11508 KB
10_random_132 AC 7442 ms 7156 KB
10_random_133 AC 4252 ms 7920 KB
10_random_134 AC 19590 ms 12784 KB
10_random_135 AC 19414 ms 13800 KB
10_random_136 AC 16516 ms 12016 KB
10_random_137 AC 13888 ms 11120 KB
10_random_138 AC 13455 ms 10992 KB
10_random_139 AC 842 ms 2424 KB
10_random_140 AC 5776 ms 7792 KB
10_random_141 AC 107 ms 1664 KB
10_random_142 AC 6121 ms 6644 KB
10_random_143 AC 339 ms 2048 KB
10_random_144 AC 14083 ms 14056 KB
10_random_145 AC 3863 ms 4592 KB
10_random_146 AC 4195 ms 4592 KB
10_random_147 AC 309 ms 1796 KB
10_random_148 AC 8285 ms 7532 KB
10_random_149 AC 22014 ms 20208 KB