2925 . Omilan Union

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User's AC Ratio

NaN% (0/0)

Submission's AC Ratio

NaN% (0/0)

Tags

NTU PK NTU PK 2017

Description

The PDF version of this problemset can be downloaded here.

Input Format

Output Format

Sample Input 1

3 2
1 2
2 3

3 3
1 2
2 3
1 3

Sample Output 1

0

1

Hints

NTUJ cannot show multiple samples, so we merged them here

Problem Source

Migrated from old NTUJ.

Subtasks

No. Testdata Range Score

Testdata and Limits

No. Time Limit (ms) Memory Limit (VSS, KiB) Output Limit (KiB) Subtasks
0 30000 65536 131072
1 30000 65536 131072
2 30000 65536 131072
3 30000 65536 131072
4 30000 65536 131072
5 30000 65536 131072
6 30000 65536 131072
7 30000 65536 131072
8 30000 65536 131072
9 30000 65536 131072
10 30000 65536 131072
11 30000 65536 131072
12 30000 65536 131072
13 30000 65536 131072
14 30000 65536 131072
15 30000 65536 131072
16 30000 65536 131072
17 30000 65536 131072
18 30000 65536 131072
19 30000 65536 131072
20 30000 65536 131072
21 30000 65536 131072
22 30000 65536 131072
23 30000 65536 131072
24 30000 65536 131072
25 30000 65536 131072
26 30000 65536 131072
27 30000 65536 131072
28 30000 65536 131072
29 30000 65536 131072
30 30000 65536 131072
31 30000 65536 131072
32 30000 65536 131072
33 30000 65536 131072
34 30000 65536 131072
35 30000 65536 131072
36 30000 65536 131072
37 30000 65536 131072
38 30000 65536 131072
39 30000 65536 131072
40 30000 65536 131072
41 30000 65536 131072
42 30000 65536 131072
43 30000 65536 131072
44 30000 65536 131072
45 30000 65536 131072
46 30000 65536 131072
47 30000 65536 131072
48 30000 65536 131072
49 30000 65536 131072
50 30000 65536 131072
51 30000 65536 131072
52 30000 65536 131072
53 30000 65536 131072
54 30000 65536 131072
55 30000 65536 131072
56 30000 65536 131072
57 30000 65536 131072
58 30000 65536 131072
59 30000 65536 131072
60 30000 65536 131072
61 30000 65536 131072
62 30000 65536 131072
63 30000 65536 131072
64 30000 65536 131072
65 30000 65536 131072
66 30000 65536 131072
67 30000 65536 131072
68 30000 65536 131072
69 30000 65536 131072
70 30000 65536 131072
71 30000 65536 131072
72 30000 65536 131072
73 30000 65536 131072
74 30000 65536 131072
75 30000 65536 131072
76 30000 65536 131072
77 30000 65536 131072
78 30000 65536 131072
79 30000 65536 131072
80 30000 65536 131072
81 30000 65536 131072
82 30000 65536 131072
83 30000 65536 131072
84 30000 65536 131072
85 30000 65536 131072
86 30000 65536 131072
87 30000 65536 131072
88 30000 65536 131072
89 30000 65536 131072
90 30000 65536 131072
91 30000 65536 131072
92 30000 65536 131072
93 30000 65536 131072
94 30000 65536 131072
95 30000 65536 131072
96 30000 65536 131072
97 30000 65536 131072
98 30000 65536 131072
99 30000 65536 131072
100 30000 65536 131072
101 30000 65536 131072
102 30000 65536 131072
103 30000 65536 131072
104 30000 65536 131072
105 30000 65536 131072
106 30000 65536 131072
107 30000 65536 131072
108 30000 65536 131072
109 30000 65536 131072
110 30000 65536 131072
111 30000 65536 131072
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