JKING -
Breakdown of 5/39 into four programs:
LLMMH
A: 1 to 13
B: 1 to 13
C: 14 to 26
D: 14 to 26
E: 27 to 39
Possibilities - 79,092.
LLMHH
A: 1 to 13
B: 1 to 13
C: 14 to 26
D: 27 to 39
E: 27 to 39
Possibilities - 79,092.
LMMMH
A: 1 to 13
B: 14 to 26
C: 14 to 26
D: 14 to 26
E: 27 to 39
Possibilities - 48,334.
LMMHH
A: 1 to 13
B: 14 to 26
C: 14 to 26
D: 27 to 39
E: 27 to 39
Possibiliites - 79,092
Total possibilities of above - 285,610, same as before.
Your observations, by the way, are good and sound.
One of the reasons I built the lottery frequency charts on my website was to facilitate percentage analyses, something close to what you're looking at here. For instance, this is the 5/39 chart as it appears on site:
|
|
|
5/39 |
|
|
|
|
A |
B |
C |
D |
E |
Total |
1 |
73815 |
|
|
|
|
73815 |
2 |
66045 |
7770 |
|
|
|
73815 |
3 |
58905 |
14280 |
630 |
|
|
73815 |
4 |
52360 |
19635 |
1785 |
35 |
|
73815 |
5 |
46376 |
23936 |
3366 |
136 |
1 |
73815 |
6 |
40920 |
27280 |
5280 |
330 |
5 |
73815 |
7 |
35960 |
29760 |
7440 |
640 |
15 |
73815 |
8 |
31465 |
31465 |
9765 |
1085 |
35 |
73815 |
9 |
27405 |
32480 |
12180 |
1680 |
70 |
73815 |
10 |
23751 |
32886 |
14616 |
2436 |
126 |
73815 |
11 |
20475 |
32760 |
17010 |
3360 |
210 |
73815 |
12 |
17550 |
32175 |
19305 |
4455 |
330 |
73815 |
13 |
14950 |
31200 |
21450 |
5720 |
495 |
73815 |
14 |
12650 |
29900 |
23400 |
7150 |
715 |
73815 |
15 |
10626 |
28336 |
25116 |
8736 |
1001 |
73815 |
16 |
8855 |
26565 |
26565 |
10465 |
1365 |
73815 |
17 |
7315 |
24640 |
27720 |
12320 |
1820 |
73815 |
18 |
5985 |
22610 |
28560 |
14280 |
2380 |
73815 |
19 |
4845 |
20520 |
29070 |
16320 |
3060 |
73815 |
20 |
3876 |
18411 |
29241 |
18411 |
3876 |
73815 |
21 |
3060 |
16320 |
29070 |
20520 |
4845 |
73815 |
22 |
2380 |
14280 |
28560 |
22610 |
5985 |
73815 |
23 |
1820 |
12320 |
27720 |
24640 |
7315 |
73815 |
24 |
1365 |
10465 |
26565 |
26565 |
8855 |
73815 |
25 |
1001 |
8736 |
25116 |
28336 |
10626 |
73815 |
26 |
715 |
7150 |
23400 |
29900 |
12650 |
73815 |
27 |
495 |
5720 |
21450 |
31200 |
14950 |
73815 |
28 |
330 |
4455 |
19305 |
32175 |
17550 |
73815 |
29 |
210 |
3360 |
17010 |
32760 |
20475 |
73815 |
30 |
126 |
2436 |
14616 |
32886 |
23751 |
73815 |
31 |
70 |
1680 |
12180 |
32480 |
27405 |
73815 |
32 |
35 |
1085 |
9765 |
31465 |
31465 |
73815 |
33 |
15 |
640 |
7440 |
29760 |
35960 |
73815 |
34 |
5 |
330 |
5280 |
27280 |
40920 |
73815 |
35 |
1 |
136 |
3366 |
23936 |
46376 |
73815 |
36 |
|
35 |
1785 |
19635 |
52360 |
73815 |
37 |
|
|
630 |
14280 |
58905 |
73815 |
38 |
|
|
|
7770 |
66045 |
73815 |
39 |
|
|
|
|
73815 |
73815 |
Total |
575757 |
575757 |
575757 |
575757 |
575757 |
|
And here is the same chart, sorted by column frequency:
|
|
|
|
|
5/39 |
|
|
|
|
|
A |
|
B |
|
C |
|
D |
|
E |
1 |
73815 |
10 |
32886 |
20 |
29241 |
30 |
32886 |
39 |
73815 |
2 |
66045 |
11 |
32760 |
19 |
29070 |
29 |
32760 |
38 |
66045 |
3 |
58905 |
9 |
32480 |
21 |
29070 |
31 |
32480 |
37 |
58905 |
4 |
52360 |
12 |
32175 |
18 |
28560 |
28 |
32175 |
36 |
52360 |
5 |
46376 |
8 |
31465 |
22 |
28560 |
32 |
31465 |
35 |
46376 |
6 |
40920 |
13 |
31200 |
17 |
27720 |
27 |
31200 |
34 |
40920 |
7 |
35960 |
14 |
29900 |
23 |
27720 |
26 |
29900 |
33 |
35960 |
8 |
31465 |
7 |
29760 |
16 |
26565 |
33 |
29760 |
32 |
31465 |
9 |
27405 |
15 |
28336 |
24 |
26565 |
25 |
28336 |
31 |
27405 |
10 |
23751 |
6 |
27280 |
15 |
25116 |
34 |
27280 |
30 |
23751 |
11 |
20475 |
16 |
26565 |
25 |
25116 |
24 |
26565 |
29 |
20475 |
12 |
17550 |
17 |
24640 |
14 |
23400 |
23 |
24640 |
28 |
17550 |
13 |
14950 |
5 |
23936 |
26 |
23400 |
35 |
23936 |
27 |
14950 |
14 |
12650 |
18 |
22610 |
13 |
21450 |
22 |
22610 |
26 |
12650 |
15 |
10626 |
19 |
20520 |
27 |
21450 |
21 |
20520 |
25 |
10626 |
16 |
8855 |
4 |
19635 |
12 |
19305 |
36 |
19635 |
24 |
8855 |
17 |
7315 |
20 |
18411 |
28 |
19305 |
20 |
18411 |
23 |
7315 |
18 |
5985 |
21 |
16320 |
11 |
17010 |
19 |
16320 |
22 |
5985 |
19 |
4845 |
3 |
14280 |
29 |
17010 |
18 |
14280 |
21 |
4845 |
20 |
3876 |
22 |
14280 |
10 |
14616 |
37 |
14280 |
20 |
3876 |
21 |
3060 |
23 |
12320 |
30 |
14616 |
17 |
12320 |
19 |
3060 |
22 |
2380 |
24 |
10465 |
9 |
12180 |
16 |
10465 |
18 |
2380 |
23 |
1820 |
25 |
8736 |
31 |
12180 |
15 |
8736 |
17 |
1820 |
24 |
1365 |
2 |
7770 |
8 |
9765 |
38 |
7770 |
16 |
1365 |
25 |
1001 |
26 |
7150 |
32 |
9765 |
14 |
7150 |
15 |
1001 |
26 |
715 |
27 |
5720 |
7 |
7440 |
13 |
5720 |
14 |
715 |
27 |
495 |
28 |
4455 |
33 |
7440 |
12 |
4455 |
13 |
495 |
28 |
330 |
29 |
3360 |
6 |
5280 |
11 |
3360 |
12 |
330 |
29 |
210 |
30 |
2436 |
34 |
5280 |
10 |
2436 |
11 |
210 |
30 |
126 |
31 |
1680 |
5 |
3366 |
9 |
1680 |
10 |
126 |
31 |
70 |
32 |
1085 |
35 |
3366 |
8 |
1085 |
9 |
70 |
32 |
35 |
33 |
640 |
4 |
1785 |
7 |
640 |
8 |
35 |
33 |
15 |
34 |
330 |
36 |
1785 |
6 |
330 |
7 |
15 |
34 |
5 |
35 |
136 |
3 |
630 |
5 |
136 |
6 |
5 |
35 |
1 |
36 |
35 |
37 |
630 |
4 |
35 |
5 |
1 |
36 |
|
1 |
|
1 |
|
1 |
|
1 |
|
37 |
|
37 |
|
2 |
|
2 |
|
2 |
|
38 |
|
38 |
|
38 |
|
3 |
|
3 |
|
39 |
|
39 |
|
39 |
|
39 |
|
4 |
|
Total |
575757 |
|
575757 |
|
575757 |
|
575757 |
|
575757 |
One of my original purpose in creating these charts was to find a method, for instance, where I could eliminate any and all numbers in any column which wouldn't occur in 90% of the possible drawings. In this exampe, 1 to 14 will appear in Column A 90.77% of the time, 3 to 25 will appear in Column B 90.62% of the time, 9 to 31 will appear in Column C 90.18% of the time, 15 to 37 will appear in Column D 90.62% of the time and 26 to 39 will appear in Column E 90.77% of the time. If all the drawings where these numbers and these numbers only wouldn't appear were eliminated, there would be 386,417 drawings remaining, or 67.11% of the 575,757 total possibilities. Like you, I was looking for filters to reduce the possibilities.
Incidentally, raising the percentage above 90% will increase the number of restricted possibilities, lowering the percentage will lower them. It's still a matter of choice.