# | Submission time | Handle | Problem | Language | Result | Execution time | Memory |
---|---|---|---|---|---|---|---|
22654 | 2017-04-30T06:10:26 Z | 크리콘 B번 문제는 그리디로 풀려요(#918, imsifile) | Unifying Values (KRIII5_UV) | C++ | 226 ms | 24588 KB |
#include<stdio.h> #include<vector> #include<map> #define ab(a) ((a)<0?-(a):(a)) using namespace std; typedef long long lld; const lld mod = 1000000007; int N, scn; lld ba[10101], sum[10101], dyt[101][10101], dcn, dap; map<lld, int> dix, six; vector<int> sixs[10101]; lld make_dy(lld sm, int p){ int ix = dix[sm]; if(ix>0) return dyt[ix][p]; dix[sm] = ++dcn; dyt[dcn][N+1]=1; for(int i=N; i>=p; i--){ int idx = six[sum[i-1] + sm]; if(idx == 0) continue; for(int j=0; j<sixs[idx].size(); j++){ int k = sixs[idx][j]; if(k < i)break; dyt[dcn][i] += dyt[dcn][k+1]; } dyt[dcn][i] %= mod; } return dyt[dcn][p]; } int main(){ scanf("%d", &N); for(int i=1; i<=N; i++){ scanf("%lld", &ba[i]), sum[i]=sum[i-1]+ba[i]; six[sum[i]] = i; } for(int i=N; i>=1; i--){ sixs[six[sum[i]]].push_back(i); } for(int i=1; i<=N; i++){ if(sum[N] == 0){ if(sum[i] == 0) dap += make_dy(0, i+1); } else{ if(sum[i] == 0)continue; if(ab(sum[N]) % ab(sum[i]))continue; if(sum[N] / sum[i] <= 0)continue; dap += make_dy(sum[i], i+1); } } printf("%lld", (dap+mod-1)%mod); return 0; }
Compilation message
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 0 ms | 9540 KB | Output is correct |
2 | Correct | 0 ms | 9540 KB | Output is correct |
3 | Correct | 0 ms | 9540 KB | Output is correct |
4 | Correct | 29 ms | 10860 KB | Output is correct |
5 | Correct | 26 ms | 10860 KB | Output is correct |
6 | Correct | 69 ms | 9680 KB | Output is correct |
7 | Correct | 6 ms | 9936 KB | Output is correct |
8 | Correct | 6 ms | 9804 KB | Output is correct |
9 | Correct | 3 ms | 9804 KB | Output is correct |
10 | Correct | 3 ms | 9672 KB | Output is correct |
11 | Correct | 6 ms | 9672 KB | Output is correct |
12 | Correct | 6 ms | 9672 KB | Output is correct |
13 | Correct | 9 ms | 9936 KB | Output is correct |
14 | Correct | 6 ms | 9936 KB | Output is correct |
15 | Correct | 6 ms | 9936 KB | Output is correct |
16 | Correct | 6 ms | 9804 KB | Output is correct |
17 | Correct | 3 ms | 9672 KB | Output is correct |
18 | Correct | 6 ms | 9672 KB | Output is correct |
19 | Correct | 3 ms | 9672 KB | Output is correct |
20 | Correct | 3 ms | 9672 KB | Output is correct |
21 | Correct | 6 ms | 9672 KB | Output is correct |
22 | Correct | 16 ms | 9676 KB | Output is correct |
23 | Correct | 23 ms | 9696 KB | Output is correct |
24 | Correct | 26 ms | 9692 KB | Output is correct |
25 | Correct | 26 ms | 9696 KB | Output is correct |
26 | Correct | 23 ms | 9680 KB | Output is correct |
27 | Correct | 6 ms | 9672 KB | Output is correct |
28 | Correct | 9 ms | 9672 KB | Output is correct |
29 | Correct | 9 ms | 9672 KB | Output is correct |
30 | Correct | 16 ms | 9672 KB | Output is correct |
31 | Correct | 9 ms | 9672 KB | Output is correct |
32 | Correct | 9 ms | 9672 KB | Output is correct |
33 | Correct | 13 ms | 9672 KB | Output is correct |
34 | Correct | 9 ms | 9672 KB | Output is correct |
35 | Correct | 13 ms | 9672 KB | Output is correct |
36 | Correct | 19 ms | 9672 KB | Output is correct |
37 | Correct | 19 ms | 9672 KB | Output is correct |
38 | Correct | 16 ms | 9672 KB | Output is correct |
39 | Correct | 19 ms | 9672 KB | Output is correct |
40 | Correct | 9 ms | 9672 KB | Output is correct |
41 | Correct | 13 ms | 9672 KB | Output is correct |
42 | Correct | 3 ms | 9672 KB | Output is correct |
43 | Correct | 19 ms | 9672 KB | Output is correct |
44 | Correct | 6 ms | 9672 KB | Output is correct |
45 | Correct | 16 ms | 9672 KB | Output is correct |
46 | Correct | 16 ms | 9672 KB | Output is correct |
47 | Correct | 9 ms | 9672 KB | Output is correct |
48 | Correct | 9 ms | 9672 KB | Output is correct |
49 | Correct | 3 ms | 9804 KB | Output is correct |
50 | Correct | 6 ms | 9804 KB | Output is correct |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 9 ms | 9804 KB | Output is correct |
2 | Correct | 3 ms | 9804 KB | Output is correct |
3 | Correct | 3 ms | 9804 KB | Output is correct |
4 | Correct | 3 ms | 9672 KB | Output is correct |
5 | Correct | 16 ms | 9672 KB | Output is correct |
6 | Correct | 9 ms | 9672 KB | Output is correct |
7 | Correct | 19 ms | 9936 KB | Output is correct |
8 | Correct | 3 ms | 9936 KB | Output is correct |
9 | Correct | 6 ms | 9672 KB | Output is correct |
10 | Correct | 6 ms | 10332 KB | Output is correct |
11 | Correct | 3 ms | 10464 KB | Output is correct |
12 | Correct | 3 ms | 10464 KB | Output is correct |
13 | Correct | 3 ms | 10464 KB | Output is correct |
14 | Correct | 6 ms | 10464 KB | Output is correct |
15 | Correct | 6 ms | 10464 KB | Output is correct |
16 | Correct | 6 ms | 10464 KB | Output is correct |
17 | Correct | 29 ms | 10860 KB | Output is correct |
18 | Correct | 33 ms | 10860 KB | Output is correct |
19 | Correct | 66 ms | 9680 KB | Output is correct |
20 | Correct | 9 ms | 10464 KB | Output is correct |
21 | Correct | 9 ms | 10464 KB | Output is correct |
22 | Correct | 9 ms | 10464 KB | Output is correct |
23 | Correct | 26 ms | 10072 KB | Output is correct |
24 | Correct | 56 ms | 9808 KB | Output is correct |
25 | Correct | 66 ms | 9688 KB | Output is correct |
26 | Correct | 66 ms | 9680 KB | Output is correct |
27 | Correct | 13 ms | 10992 KB | Output is correct |
28 | Correct | 16 ms | 11388 KB | Output is correct |
29 | Correct | 6 ms | 10332 KB | Output is correct |
30 | Correct | 13 ms | 10860 KB | Output is correct |
31 | Correct | 3 ms | 10332 KB | Output is correct |
32 | Correct | 9 ms | 10860 KB | Output is correct |
33 | Correct | 9 ms | 10332 KB | Output is correct |
34 | Correct | 6 ms | 10332 KB | Output is correct |
35 | Correct | 9 ms | 10728 KB | Output is correct |
36 | Correct | 39 ms | 14556 KB | Output is correct |
37 | Correct | 53 ms | 16140 KB | Output is correct |
38 | Correct | 109 ms | 19176 KB | Output is correct |
39 | Correct | 83 ms | 18252 KB | Output is correct |
40 | Correct | 216 ms | 24060 KB | Output is correct |
41 | Correct | 226 ms | 24588 KB | Output is correct |
42 | Correct | 79 ms | 16404 KB | Output is correct |
43 | Correct | 96 ms | 17988 KB | Output is correct |
44 | Correct | 193 ms | 20760 KB | Output is correct |
45 | Correct | 129 ms | 18912 KB | Output is correct |
46 | Correct | 86 ms | 19044 KB | Output is correct |
47 | Correct | 106 ms | 19572 KB | Output is correct |
48 | Correct | 133 ms | 20232 KB | Output is correct |
49 | Correct | 183 ms | 22344 KB | Output is correct |
50 | Correct | 146 ms | 20100 KB | Output is correct |
51 | Correct | 139 ms | 19704 KB | Output is correct |
52 | Correct | 103 ms | 19704 KB | Output is correct |
53 | Correct | 63 ms | 18120 KB | Output is correct |
54 | Correct | 69 ms | 18780 KB | Output is correct |
55 | Correct | 73 ms | 18252 KB | Output is correct |
56 | Correct | 86 ms | 19176 KB | Output is correct |
57 | Correct | 43 ms | 17460 KB | Output is correct |
58 | Correct | 113 ms | 19308 KB | Output is correct |
59 | Correct | 113 ms | 19572 KB | Output is correct |
60 | Correct | 93 ms | 19308 KB | Output is correct |
61 | Correct | 106 ms | 19572 KB | Output is correct |
62 | Correct | 109 ms | 19572 KB | Output is correct |
63 | Correct | 216 ms | 20232 KB | Output is correct |
64 | Correct | 0 ms | 9676 KB | Output is correct |
65 | Correct | 23 ms | 9676 KB | Output is correct |
66 | Correct | 16 ms | 9672 KB | Output is correct |
67 | Correct | 23 ms | 9676 KB | Output is correct |
68 | Correct | 13 ms | 9672 KB | Output is correct |
69 | Correct | 26 ms | 9672 KB | Output is correct |
70 | Correct | 16 ms | 9672 KB | Output is correct |
71 | Correct | 19 ms | 9672 KB | Output is correct |
72 | Correct | 19 ms | 9804 KB | Output is correct |
73 | Correct | 23 ms | 9804 KB | Output is correct |
74 | Correct | 23 ms | 9936 KB | Output is correct |
75 | Correct | 19 ms | 9804 KB | Output is correct |
76 | Correct | 13 ms | 9804 KB | Output is correct |
77 | Correct | 23 ms | 9936 KB | Output is correct |
78 | Correct | 33 ms | 10200 KB | Output is correct |
79 | Correct | 33 ms | 10200 KB | Output is correct |
80 | Correct | 33 ms | 10200 KB | Output is correct |
81 | Correct | 16 ms | 10332 KB | Output is correct |
82 | Correct | 19 ms | 9672 KB | Output is correct |
83 | Correct | 19 ms | 9936 KB | Output is correct |
84 | Correct | 13 ms | 9672 KB | Output is correct |
85 | Correct | 9 ms | 9804 KB | Output is correct |
86 | Correct | 16 ms | 10068 KB | Output is correct |
87 | Correct | 19 ms | 10200 KB | Output is correct |
88 | Correct | 9 ms | 10332 KB | Output is correct |
89 | Correct | 23 ms | 10464 KB | Output is correct |
90 | Correct | 9 ms | 10068 KB | Output is correct |
91 | Correct | 0 ms | 9540 KB | Output is correct |
92 | Correct | 0 ms | 9540 KB | Output is correct |
93 | Correct | 0 ms | 9540 KB | Output is correct |
94 | Correct | 29 ms | 10860 KB | Output is correct |
95 | Correct | 26 ms | 10860 KB | Output is correct |
96 | Correct | 69 ms | 9680 KB | Output is correct |
97 | Correct | 6 ms | 9936 KB | Output is correct |
98 | Correct | 6 ms | 9804 KB | Output is correct |
99 | Correct | 3 ms | 9804 KB | Output is correct |
100 | Correct | 3 ms | 9672 KB | Output is correct |
101 | Correct | 6 ms | 9672 KB | Output is correct |
102 | Correct | 6 ms | 9672 KB | Output is correct |
103 | Correct | 9 ms | 9936 KB | Output is correct |
104 | Correct | 6 ms | 9936 KB | Output is correct |
105 | Correct | 6 ms | 9936 KB | Output is correct |
106 | Correct | 6 ms | 9804 KB | Output is correct |
107 | Correct | 3 ms | 9672 KB | Output is correct |
108 | Correct | 6 ms | 9672 KB | Output is correct |
109 | Correct | 3 ms | 9672 KB | Output is correct |
110 | Correct | 3 ms | 9672 KB | Output is correct |
111 | Correct | 6 ms | 9672 KB | Output is correct |
112 | Correct | 16 ms | 9676 KB | Output is correct |
113 | Correct | 23 ms | 9696 KB | Output is correct |
114 | Correct | 26 ms | 9692 KB | Output is correct |
115 | Correct | 26 ms | 9696 KB | Output is correct |
116 | Correct | 23 ms | 9680 KB | Output is correct |
117 | Correct | 6 ms | 9672 KB | Output is correct |
118 | Correct | 9 ms | 9672 KB | Output is correct |
119 | Correct | 9 ms | 9672 KB | Output is correct |
120 | Correct | 16 ms | 9672 KB | Output is correct |
121 | Correct | 9 ms | 9672 KB | Output is correct |
122 | Correct | 9 ms | 9672 KB | Output is correct |
123 | Correct | 13 ms | 9672 KB | Output is correct |
124 | Correct | 9 ms | 9672 KB | Output is correct |
125 | Correct | 13 ms | 9672 KB | Output is correct |
126 | Correct | 19 ms | 9672 KB | Output is correct |
127 | Correct | 19 ms | 9672 KB | Output is correct |
128 | Correct | 16 ms | 9672 KB | Output is correct |
129 | Correct | 19 ms | 9672 KB | Output is correct |
130 | Correct | 9 ms | 9672 KB | Output is correct |
131 | Correct | 13 ms | 9672 KB | Output is correct |
132 | Correct | 3 ms | 9672 KB | Output is correct |
133 | Correct | 19 ms | 9672 KB | Output is correct |
134 | Correct | 6 ms | 9672 KB | Output is correct |
135 | Correct | 16 ms | 9672 KB | Output is correct |
136 | Correct | 16 ms | 9672 KB | Output is correct |
137 | Correct | 9 ms | 9672 KB | Output is correct |
138 | Correct | 9 ms | 9672 KB | Output is correct |
139 | Correct | 3 ms | 9804 KB | Output is correct |
140 | Correct | 6 ms | 9804 KB | Output is correct |