And the answer is...
Skips Count Percent
0 0 0.0%
1 1 0.0%
2 3 0.1%
3 14 0.5%
4 41 1.3%
5 71 2.3%
6 111 3.6%
7 136 4.5%
8 159 5.2%
9 171 5.6%
10 186 6.1%
11 191 6.3%
12 166 5.4%
13 180 5.9%
14 172 5.6%
15 162 5.3%
16 172 5.6%
17 134 4.4%
18 118 3.9%
19 102 3.3%
20 106 3.5%
21 84 2.8%
22 87 2.8%
23 61 2.0%
24 58 1.9%
25 48 1.6%
26 42 1.4%
27 36 1.2%
28 28 0.9%
29 23 0.8%
30 24 0.8%
31 23 0.8%
32 14 0.5%
33 18 0.6%
34 9 0.3%
35 18 0.6%
36 8 0.3%
37 10 0.3%
38 14 0.5%
39 9 0.3%
40 4 0.1%
41 6 0.2%
42 3 0.1%
43 6 0.2%
44 1 0.0%
45 4 0.1%
46 1 0.0%
47 2 0.1%
48 2 0.1%
49 2 0.1%
50 0 0.0%
51 3 0.1%
52 0 0.0%
53 0 0.0%
54 1 0.0%
55 0 0.0%
56 2 0.1%
57 0 0.0%
58 0 0.0%
59 0 0.0%
60 1 0.0%
61 0 0.0%
62 0 0.0%
63 2 0.1%
64 1 0.0%
65 0 0.0%
66 0 0.0%
67 0 0.0%
68 0 0.0%
69 1 0.0%
70 0 0.0%
71 0 0.0%
72 1 0.0%
In summary, 29.2% of draws have all their skips equal to or less than 10, 52.5% have all skips below 16, 75% have all skips below 20, 90.9% have all skips below 27 and 99.0% of draws have all skips below 43.
And then there's the last 1%.....
If you wanted to eliminate all numbers with skips of 12 or more you would be sucessful in about 1/3 games. Of course, the 1 in 3 that would be successful would be the case where there were the least numbers that could be eliminated.
Thanks for posting the file, PAB.
Skips Count Percent
0 0 0.0%
1 1 0.0%
2 3 0.1%
3 14 0.5%
4 41 1.3%
5 71 2.3%
6 111 3.6%
7 136 4.5%
8 159 5.2%
9 171 5.6%
10 186 6.1%
11 191 6.3%
12 166 5.4%
13 180 5.9%
14 172 5.6%
15 162 5.3%
16 172 5.6%
17 134 4.4%
18 118 3.9%
19 102 3.3%
20 106 3.5%
21 84 2.8%
22 87 2.8%
23 61 2.0%
24 58 1.9%
25 48 1.6%
26 42 1.4%
27 36 1.2%
28 28 0.9%
29 23 0.8%
30 24 0.8%
31 23 0.8%
32 14 0.5%
33 18 0.6%
34 9 0.3%
35 18 0.6%
36 8 0.3%
37 10 0.3%
38 14 0.5%
39 9 0.3%
40 4 0.1%
41 6 0.2%
42 3 0.1%
43 6 0.2%
44 1 0.0%
45 4 0.1%
46 1 0.0%
47 2 0.1%
48 2 0.1%
49 2 0.1%
50 0 0.0%
51 3 0.1%
52 0 0.0%
53 0 0.0%
54 1 0.0%
55 0 0.0%
56 2 0.1%
57 0 0.0%
58 0 0.0%
59 0 0.0%
60 1 0.0%
61 0 0.0%
62 0 0.0%
63 2 0.1%
64 1 0.0%
65 0 0.0%
66 0 0.0%
67 0 0.0%
68 0 0.0%
69 1 0.0%
70 0 0.0%
71 0 0.0%
72 1 0.0%
In summary, 29.2% of draws have all their skips equal to or less than 10, 52.5% have all skips below 16, 75% have all skips below 20, 90.9% have all skips below 27 and 99.0% of draws have all skips below 43.
And then there's the last 1%.....
If you wanted to eliminate all numbers with skips of 12 or more you would be sucessful in about 1/3 games. Of course, the 1 in 3 that would be successful would be the case where there were the least numbers that could be eliminated.
Thanks for posting the file, PAB.