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July 11, 2012 21:29
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57 18 | |
77 88 | |
88 72 | |
57 52 | |
90 27 | |
7 35 | |
31 84 | |
23 13 | |
3 7 | |
42 35 | |
18 57 | |
39 74 | |
49 3 | |
85 90 | |
18 63 | |
66 81 | |
78 15 | |
78 64 | |
41 62 | |
53 76 | |
95 57 | |
82 53 | |
50 23 | |
56 15 | |
54 86 | |
4 42 | |
14 76 | |
61 33 | |
61 18 | |
23 67 | |
98 15 | |
48 32 | |
29 6 | |
39 76 | |
56 82 | |
97 78 | |
48 5 | |
76 60 | |
79 66 | |
45 69 | |
24 46 | |
2 37 | |
85 7 | |
97 71 | |
6 63 | |
18 65 | |
5 27 | |
76 67 | |
86 25 | |
97 60 | |
5 75 | |
90 78 | |
70 10 | |
45 68 | |
92 6 | |
80 61 | |
33 80 | |
50 43 | |
41 38 | |
60 71 | |
63 84 | |
45 11 | |
39 65 | |
96 52 | |
33 1 | |
65 28 | |
84 44 | |
85 26 | |
18 75 | |
3 1 | |
17 62 | |
25 2 | |
60 29 | |
63 46 | |
20 30 | |
44 53 | |
95 33 | |
45 5 | |
5 50 | |
55 19 | |
31 2 | |
71 87 | |
70 75 | |
67 60 | |
84 76 | |
96 63 | |
48 82 | |
44 8 | |
91 70 | |
7 63 | |
25 41 | |
88 46 | |
35 49 | |
50 3 | |
70 68 | |
73 73 | |
22 81 | |
15 38 | |
99 53 | |
77 9 | |
47 29 | |
80 47 | |
90 59 | |
1 16 | |
29 32 | |
85 61 | |
52 26 | |
70 69 | |
3 27 | |
24 45 | |
23 16 | |
72 35 | |
40 57 | |
34 84 | |
62 3 | |
18 19 | |
83 87 | |
99 26 | |
19 81 | |
51 54 | |
2 81 | |
96 18 | |
8 1 | |
41 53 | |
82 80 | |
77 32 | |
59 85 | |
46 24 | |
31 24 | |
35 84 | |
89 33 | |
1 18 | |
47 90 | |
43 83 | |
97 46 | |
8 26 | |
26 32 | |
52 67 | |
66 90 | |
38 21 | |
53 87 | |
50 46 | |
61 4 | |
7 17 | |
72 48 | |
80 52 | |
89 35 | |
31 70 | |
78 35 | |
98 1 | |
61 70 | |
69 41 | |
9 31 | |
15 56 | |
10 7 | |
21 33 | |
64 52 | |
70 59 | |
64 20 | |
10 81 | |
13 9 | |
94 19 | |
68 86 | |
34 53 | |
94 22 | |
17 73 | |
35 41 | |
39 77 | |
6 53 | |
15 24 | |
3 80 | |
73 37 | |
4 59 | |
84 20 | |
15 3 | |
2 16 | |
81 66 | |
23 68 | |
17 84 | |
93 54 | |
85 83 | |
63 29 | |
94 72 | |
58 27 | |
52 18 | |
12 16 | |
6 82 | |
16 25 | |
23 18 | |
71 89 | |
90 16 | |
60 45 | |
64 10 | |
22 15 | |
37 13 | |
86 83 | |
21 65 | |
37 51 | |
46 49 | |
12 41 | |
65 13 | |
47 50 | |
4 69 | |
74 54 | |
57 27 | |
61 29 | |
14 28 | |
17 86 | |
99 56 | |
53 16 | |
49 39 | |
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83 81 | |
82 20 | |
85 10 | |
22 30 | |
13 39 | |
16 26 | |
26 62 | |
43 26 | |
32 2 | |
25 54 | |
21 51 | |
20 81 | |
79 72 | |
51 8 | |
9 66 | |
93 46 | |
93 66 | |
18 58 | |
66 10 | |
24 7 | |
3 75 | |
93 26 | |
26 34 | |
6 57 | |
35 67 | |
1 26 | |
72 83 | |
68 4 | |
90 74 | |
73 8 | |
88 67 | |
41 4 | |
86 41 | |
41 44 | |
81 61 | |
44 2 | |
67 87 | |
6 9 | |
25 84 | |
1 88 | |
91 25 | |
44 49 | |
18 68 | |
77 54 | |
31 42 | |
56 53 | |
8 87 | |
20 66 | |
98 31 | |
2 8 | |
99 9 | |
52 12 | |
13 20 | |
36 73 | |
94 71 | |
59 83 | |
5 73 | |
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33 34 | |
10 88 | |
11 2 | |
77 18 | |
59 67 | |
11 49 | |
51 64 | |
36 23 | |
53 40 | |
14 2 | |
41 67 | |
99 71 | |
81 67 | |
17 14 | |
58 66 | |
6 61 | |
73 32 | |
49 47 | |
78 69 | |
98 83 | |
19 70 | |
93 15 | |
17 72 | |
17 40 | |
10 84 | |
30 4 | |
76 38 | |
81 31 | |
84 61 | |
42 76 | |
55 27 | |
29 8 | |
58 14 | |
9 1 | |
99 79 | |
72 90 | |
11 9 | |
84 63 | |
89 64 | |
91 24 | |
28 66 | |
45 40 | |
49 63 | |
59 40 | |
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71 31 | |
44 34 | |
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12 51 | |
86 23 | |
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68 21 | |
52 32 | |
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37 27 | |
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1 57 | |
99 1 | |
28 36 | |
44 22 | |
60 55 | |
98 52 | |
62 31 | |
45 59 | |
60 68 | |
9 57 | |
9 74 | |
14 9 | |
73 43 | |
49 29 | |
68 49 | |
13 31 | |
22 13 | |
1 64 | |
77 76 | |
92 1 | |
49 18 | |
44 27 | |
55 34 | |
23 34 | |
90 76 | |
72 62 | |
59 31 | |
42 31 | |
53 90 | |
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84 59 | |
72 57 | |
21 23 | |
24 85 | |
84 43 | |
1 37 | |
77 74 | |
15 27 | |
71 57 | |
28 68 | |
99 84 | |
27 23 | |
15 5 | |
29 82 | |
96 83 | |
69 33 | |
22 85 | |
62 6 | |
89 3 | |
54 53 | |
99 38 | |
9 84 | |
26 77 | |
14 89 | |
18 40 | |
38 62 | |
51 68 | |
20 7 | |
85 70 | |
45 27 | |
93 12 | |
93 62 | |
9 89 | |
35 69 | |
52 85 | |
13 13 | |
12 64 | |
58 72 | |
95 69 | |
86 14 | |
82 76 | |
55 4 | |
72 65 | |
11 75 | |
89 62 | |
9 17 | |
19 46 | |
32 52 | |
80 28 | |
83 57 | |
47 48 | |
76 30 | |
13 88 | |
92 71 | |
19 47 | |
14 43 | |
48 22 | |
27 63 | |
74 51 | |
33 43 | |
14 12 | |
8 33 | |
39 16 | |
88 61 | |
9 64 | |
49 17 | |
6 86 | |
75 52 | |
31 10 | |
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66 40 | |
79 30 | |
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34 7 | |
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38 8 | |
91 44 | |
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90 80 | |
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66 12 | |
55 5 | |
78 8 | |
37 47 | |
28 27 | |
95 84 | |
34 76 | |
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83 18 | |
46 25 | |
33 19 | |
9 20 | |
37 86 | |
84 67 | |
7 73 | |
96 76 | |
26 58 | |
5 18 | |
1 48 | |
70 77 | |
96 59 | |
12 84 | |
96 17 | |
2 28 | |
5 1 | |
93 58 | |
68 12 | |
41 3 | |
10 80 | |
58 36 | |
66 33 | |
87 3 | |
63 57 | |
60 84 | |
42 89 | |
84 83 | |
24 82 | |
16 10 | |
32 80 | |
38 71 | |
25 47 | |
74 38 | |
2 33 | |
65 65 | |
44 31 | |
81 76 | |
77 78 | |
12 8 | |
10 | |
80 80 | |
15 57 | |
41 32 | |
7 11 | |
76 34 | |
22 52 | |
45 5 | |
74 24 | |
15 66 | |
80 2 | |
45 1 | |
7 3 | |
20 | |
99 1 | |
67 1 | |
61 1 | |
89 1 | |
27 1 | |
34 1 | |
12 1 | |
36 1 | |
45 1 | |
88 1 | |
68 1 | |
82 1 | |
49 1 | |
86 1 | |
83 1 | |
58 1 | |
47 1 | |
16 1 | |
95 1 | |
33 1 | |
60 1 | |
10 1 | |
20 | |
1 99 | |
1 27 | |
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1 66 | |
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1 77 | |
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1 25 | |
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1 67 | |
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1 51 | |
1 38 | |
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1 30 | |
1 19 | |
1 78 | |
1 33 | |
1 36 | |
1 95 | |
1 12 | |
160 | |
72 72 | |
1 1 | |
1 2 | |
1 3 | |
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266 | |
63 81 | |
1 68 | |
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104 | |
54 9 | |
42 1 | |
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91 | |
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42 | |
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40 | |
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# -*- coding: utf-8 -*- | |
def max_persimmons(field_size, trees, estate_size): | |
rv = 0 | |
field_w, field_h = field_size | |
estate_w, estate_h = estate_size | |
corner_x = 1 | |
corner_y = 1 | |
last_x = field_w - estate_w + 1 | |
last_y = field_h - estate_h + 1 | |
max_possible_matches = estate_h * estate_w | |
while True: | |
if corner_x > last_x: | |
corner_y += 1 | |
if corner_y > last_y: | |
break | |
corner_x = 1 | |
matched = 0 | |
max_x = corner_x + estate_w - 1 | |
max_y = corner_y + estate_h - 1 | |
skip_right = estate_w | |
for x, y in trees: | |
if corner_x <= x <= max_x and corner_y <= y <= max_y: | |
matched += 1 | |
if x != corner_x: | |
skip_right = min(skip_right, x - corner_x) | |
# it can not be bigger | |
if matched == max_possible_matches: | |
return matched | |
if matched > rv: | |
rv = matched | |
corner_x += skip_right | |
return rv | |
if __name__ == '__main__': | |
trees = set(( | |
(2, 2), | |
(2, 5), | |
(2, 7), | |
(3, 3), | |
(3, 8), | |
(4, 2), | |
(4, 5), | |
(4, 8), | |
(6, 4), | |
(6, 7), | |
(7, 5), | |
(7, 8), | |
(8, 1), | |
(8, 4), | |
(9, 6), | |
(10, 3), | |
)) | |
assert max_persimmons((10, 8), trees, (4, 3)) == 4 | |
trees = set(( | |
(1, 2), | |
(2, 1), | |
(2, 4), | |
(3, 4), | |
(4, 2), | |
(5, 3), | |
(6, 1), | |
(6, 2), | |
)) | |
assert max_persimmons((6, 4), trees, (3, 2)) == 3 | |
with open('B1.txt') as f: | |
data = f.readlines() | |
trees = [] | |
for line in data: | |
if line == '0\n': | |
break | |
if ' ' in line: | |
trees.append(tuple(map(int, line.strip().split()))) | |
elif trees: | |
field_size, estate_size = trees.pop(0), trees.pop() | |
print field_size, estate_size, len(trees) | |
max = max_persimmons(field_size, set(trees), estate_size) | |
assert max <= estate_size[0] * estate_size[1] | |
print max | |
trees = [] |
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