large-planlib.dot

digraph {
1 -> 20
4 -> 26
3 -> 15
0 -> 38
4 -> 30
4 -> 5
3 -> 27
3 -> 49
8 -> 29
2 -> 37
6 -> 15
8 -> 30
2 -> 48
0 -> 49
0 -> 27
1 -> 37
5 -> 37
1 -> 14
0 -> 11
3 -> 35
7 -> 47
7 -> 35
6 -> 24
6 -> 34
7 -> 25
4 -> 49
9 -> 44
9 -> 22
8 -> 37
2 -> 41
5 -> 14
9 -> 11
0 -> 20
1 -> 42
2 -> 3
3 -> 8
6 -> 45
1 -> 38
5 -> 30
5 -> 24
10 -> 21
3 -> 32
3 -> 7
2 -> 15
9 -> 29
0 -> 8
7 -> 17
9 -> 30
2 -> 5
5 -> 6
9 -> 16
4 -> 10
0 -> 45
8 -> 17
4 -> 23
0 -> 33
1 -> 18
7 -> 45
3 -> 22
8 -> 40
2 -> 7
6 -> 28
3 -> 4
3 -> 44
2 -> 32
2 -> 23
6 -> 18
0 -> 42
1 -> 22
4 -> 24
3 -> 13
2 -> 9
4 -> 32
1 -> 11
3 -> 25
4 -> 8
6 -> 21
7 -> 28
2 -> 35
2 -> 28
9 -> 25
6 -> 17
8 -> 32
4 -> 9
2 -> 46
0 -> 2
0 -> 25
8 -> 46
6 -> 42
1 -> 35
5 -> 35
1 -> 16
0 -> 17
3 -> 37
7 -> 37
15 -> 34
6 -> 26
6 -> 32
7 -> 23
9 -> 42
2 -> 10
10 -> 44
4 -> 6
5 -> 16
4 -> 17
1 -> 40
8 -> 12
5 -> 26
4 -> 40
3 -> 29
8 -> 45
8 -> 23
7 -> 15
2 -> 39
9 -> 36
2 -> 24
9 -> 18
0 -> 47
8 -> 15
1 -> 25
7 -> 49
4 -> 21
3 -> 18
5 -> 47
0 -> 35
4 -> 35
3 -> 20
8 -> 42
3 -> 46
1 -> 9
2 -> 30
4 -> 19
3 -> 11
1 -> 32
3 -> 9
6 -> 7
1 -> 13
0 -> 12
7 -> 30
6 -> 23
7 -> 26
9 -> 49
9 -> 27
6 -> 11
7 -> 19
8 -> 34
0 -> 23
1 -> 47
6 -> 40
5 -> 33
5 -> 21
5 -> 41
0 -> 15
3 -> 31
3 -> 6
7 -> 39
6 -> 30
7 -> 21
9 -> 40
2 -> 12
3 -> 5
7 -> 12
5 -> 10
9 -> 15
4 -> 15
8 -> 10
6 -> 49
1 -> 28
5 -> 28
10 -> 37
0 -> 30
4 -> 38
4 -> 42
8 -> 47
2 -> 19
3 -> 41
8 -> 21
2 -> 26
5 -> 19
8 -> 38
1 -> 49
0 -> 41
1 -> 27
4 -> 27
3 -> 16
0 -> 37
7 -> 42
5 -> 43
0 -> 19
3 -> 26
5 -> 49
3 -> 48
10 -> 18
2 -> 36
8 -> 19
6 -> 14
2 -> 49
0 -> 28
1 -> 5
4 -> 28
1 -> 30
5 -> 38
1 -> 15
0 -> 10
7 -> 32
6 -> 25
6 -> 37
7 -> 24
10 -> 13
6 -> 13
8 -> 36
9 -> 38
2 -> 42
0 -> 21
1 -> 45
44 -> 45
6 -> 46
1 -> 39
5 -> 31
5 -> 23
0 -> 7
19 -> 23
3 -> 33
7 -> 40
8 -> 48
2 -> 14
9 -> 28
8 -> 26
7 -> 10
9 -> 31
5 -> 12
4 -> 13
0 -> 5
8 -> 16
0 -> 32
1 -> 19
6 -> 39
4 -> 44
8 -> 41
6 -> 29
3 -> 43
2 -> 20
10 -> 48
0 -> 43
1 -> 2
1 -> 21
4 -> 25
3 -> 14
7 -> 43
0 -> 39
4 -> 31
7 -> 46
3 -> 24
8 -> 28
2 -> 34
2 -> 29
6 -> 16
8 -> 31
2 -> 47
0 -> 48
5 -> 9
0 -> 26
6 -> 43
1 -> 36
8 -> 25
5 -> 36
1 -> 17
0 -> 16
12 -> 24
1 -> 6
6 -> 27
6 -> 35
7 -> 22
4 -> 48
9 -> 45
5 -> 17
9 -> 10
4 -> 16
1 -> 43
6 -> 44
5 -> 25
10 -> 20
10 -> 34
9 -> 41
4 -> 41
3 -> 28
2 -> 16
8 -> 24
7 -> 16
2 -> 38
9 -> 37
1 -> 8
2 -> 25
1 -> 3
9 -> 19
4 -> 11
0 -> 44
8 -> 14
1 -> 24
7 -> 48
4 -> 22
3 -> 19
3 -> 34
0 -> 34
4 -> 34
4 -> 46
3 -> 23
8 -> 43
3 -> 45
2 -> 4
2 -> 33
9 -> 32
2 -> 22
6 -> 19
4 -> 18
1 -> 23
3 -> 12
5 -> 44
4 -> 7
1 -> 33
4 -> 33
1 -> 10
1 -> 7
0 -> 6
2 -> 6
7 -> 31
5 -> 8
7 -> 29
10 -> 40
9 -> 26
6 -> 10
8 -> 33
2 -> 45
0 -> 24
1 -> 46
0 -> 4
2 -> 8
6 -> 41
1 -> 34
5 -> 34
5 -> 20
0 -> 14
3 -> 36
7 -> 36
15 -> 33
6 -> 33
7 -> 20
10 -> 17
2 -> 11
7 -> 13
4 -> 47
5 -> 11
9 -> 12
4 -> 14
1 -> 41
8 -> 13
5 -> 27
5 -> 46
4 -> 43
8 -> 44
2 -> 18
3 -> 40
8 -> 22
7 -> 14
9 -> 35
2 -> 27
6 -> 8
1 -> 48
0 -> 46
1 -> 26
4 -> 20
3 -> 17
1 -> 4
0 -> 36
4 -> 36
7 -> 44
0 -> 18
3 -> 21
0 -> 9
5 -> 48
3 -> 47
2 -> 31
0 -> 29
4 -> 29
3 -> 10
1 -> 31
5 -> 39
1 -> 12
5 -> 40
0 -> 13
11 -> 17
7 -> 33
6 -> 22
6 -> 36
7 -> 27
9 -> 47
9 -> 46
7 -> 9
9 -> 20
6 -> 12
8 -> 35
9 -> 39
2 -> 43
7 -> 8
0 -> 22
1 -> 44
6 -> 47
5 -> 32
5 -> 22
3 -> 30
7 -> 38
6 -> 31
10 -> 15
8 -> 49
9 -> 43
2 -> 13
8 -> 27
7 -> 11
0 -> 3
5 -> 13
8 -> 9
9 -> 14
4 -> 12
8 -> 11
6 -> 48
1 -> 29
5 -> 29
10 -> 38
5 -> 7
3 -> 39
0 -> 31
7 -> 41
4 -> 39
6 -> 38
5 -> 42
4 -> 45
0 -> 1
6 -> 9
3 -> 42
8 -> 20
2 -> 21
5 -> 18
8 -> 39
0 -> 40
8 -> 18
}