Mega Millions Tables

Reply #14

JKING — Tue, 22 Jul 2008 23:19:01 GMT

Hi,

Since the seems to be a little difficulty on knowing what to do with the tables, let me give another example.....occurrences:

5 GAME DISTRIBUTION OVER 100 GAMES

1 2 3 4 5

0 100 99 75 39 5

1 1 25 59 70

2 2 25

3

4

These tables lend themselves to a pencil and paper method. If you take the lottery numbers from the last 5 games played and add how many each number has occurred, your ready to use the table above. It say for your next pick th... [ More ]

Reply #13

JKING — Tue, 22 Jul 2008 20:46:45 GMT

Hi One2Adore,

What the tables do, is allow you not to make the dumb bet, by eliminating losers. I use the information in the table to eliminate the most unlikely combinations or picks.

For example, if the lowest gap value you have in your pick is 11, then there is a 6 in 3.8 million chance it going to come up. Not impossible, but very very unlikely. On the other hand, if your lowest gap value falls on or between 1 and 5, there is a 95% chance your right.

Thanks for comments RJOh.

Reply #12

RJOh — Tue, 22 Jul 2008 19:10:46 GMT

There are several ways to use gap distributions.

You can avoid the more unpopular ones in the combinations you pick to play. For MegaMillion I prefer gaps between 1-25 and a total range of the combinations of 28-53. I avoid having more than two gaps of 1 in any combination.

Then there is the way the Delta System use them to come up with combinations. You pick the first number and then use the most popular gaps to pick you next numbers.

Example: You pick 01 + gap(19)= 20 + gap(2)= 22 +ga... [ More ]

Reply #11

One2Adore — Tue, 22 Jul 2008 18:20:32 GMT

JKing, now that you explained the Gap Distribution, what do you do with/how do you use this information? Can you provide an example? These tables are like Greek to me. LOL.

Reply #10

JKING — Thu, 17 Jul 2008 04:10:39 GMT

Hi, Uff Da!,

The charts with a couple exception evaluate every 5-ball combination in Mega Millions. They give guidelines for what not to bet on. They also give you a clue as to what the strongest bets are.

Since I posted so many tables I'll only address one on this post. You mentioned th gap distibution table so I'll talk about that.

Gaps are the differences between balls picked in a combination. Consider the last Mega Millions pick:

1-20-22-29-41

the differences are

1, 19... [ More ]

Reply #9

Uff Da! — Wed, 16 Jul 2008 21:38:26 GMT

JKING, would you please explain what each of these charts MEAN? As a person not used to dealing with a lot of statistics, I find the titles of your charts, like Gap distribution table to be inadequate to understand what you're writing about. The only chart I find clear without further explanation is the one on averages.

Reply #8

JKING — Wed, 16 Jul 2008 17:01:01 GMT

GAP(S) DISTRIBUTION TABLE

GAP GAP DISTRIBUTION

VALUE 1 2 3 4 5 TOTAL

1 1470756 221256 13006 256 1 1705275

2 978306 520056 79246 3616 31 1581255

3 621356 646056 181906 14596 211 1464125

4 372406 650376 293746 36316 781 1353625

5 207081 576756 393346 70216 2101 1249500

6 104131 461556 465106 116056 4651 1151500

7 45431 333756 499246 171916 9031 1059380

8 15981 214956 491806 234196 15961 972900

9 3906 119376 444646 297616 26281 891825

Reply #7

JKING — Wed, 16 Jul 2008 05:36:48 GMT

Last Time Picked (large Sampling)

GAMES

BACK 1 2 3 4 5

1 61 19 2

2 36 34 16

3 14 23 10 8

4 15 29 14 3 1

5 13 17 20 4 1

6 5 21 16 11 1

7 2 14 22 12

8 1 11 20 17 1

9 1 10 15

10 2 4 13 9

11 2 9 13 13 1

12 4 7 12

13 2 5 7 1

14 1 7 12 2

15 2 6 11

16 1 3 6

17 3 2 3

18 1 6 7 2

19 1 7

20 2 7

21 1 6 1

22 7 2

23 10 4

24 5 3

25 1 11 3

26 1 8 3

27 5 2

Reply #6

JKING — Wed, 16 Jul 2008 05:32:11 GMT

Occurrence Distributions over 100 game range.

1 GAME DISTRIBUTION OVER 100 GAMES

1 2 3 4 5

0 100 100 100 100 78

1 22

2 GAME DISTRIBUTION OVER 100 GAMES

1 2 3 4 5

0 100 100 98 85 50

1 2 15 48

2 2

3 GAME DISTRIBUTION OVER 100 GAMES

1 2 3 4 5

0 100 100 96 69 24

1 0 4 31 72

2 4

3

4 GAME DISTRIBUTION OVER 100 GAMES

1 2 3 4 5

0 100 100 88 47 13

1 12 52 74

2 1 13

3

4

Reply #5

JKING — Wed, 16 Jul 2008 05:23:02 GMT

Averages

AVG. COMB.

15 1

16 1

17 2

18 3

19 5

20 7

21 10

22 13

23 18

24 23

25 30

26 37

27 47

28 57

29 70

30 84

31 101

32 119

33 141

34 164

35 192

36 221

37 255

38 291

39 333

40 377

41 427

42 480

43 540

44 603

45 674

46 748

47 831

48 918

49 1014

50 1115

51 1226

52 1342

53 1469

54 1602

55... [ More ]

Reply #4

JKING — Wed, 16 Jul 2008 05:19:27 GMT

Hi,

Does anyone have any tables they would like to add ?

I'll add static tables as I generate them. *S

Reply #3

JKING — Wed, 16 Jul 2008 05:15:55 GMT

DIVISIBILITY GRID FOR MM. How many times a combination is divisible by a multiplier.

MULTIPLIER PRIMES

2 3 4 5 6 7 8 9 10

0 98280 501942 850668 1221759 1533939 1712304 1906884 2118760 2349060 575757

1 573300 1328670 1567020 1638945 1605285 1556640 1483132 1381800 1249500 1316016

2 1238328 1290708 1044680 780450 583740 484288 386904 294000 208250 1178931

3 1238328 573648 313404 163350 90804 63168 41160 24500 12750 561184

4 573300 116280 42024 14850 5922 3360 171... [ More ]

Reply #2

JKING — Wed, 16 Jul 2008 05:14:44 GMT

LAST

DIGIT 1 2 3 4 5

1 1701056 319256 25256 756 6 2046330

2 1032752 785540 205436 21816 786 2046330

3 584066 884408 467804 102276 7776 2046330

4 300566 766196 687944 257688 33936 2046330

5 135596 550136 788096 472500 100002 2046330

6 50276 324356 737156 700056 234486 2046330

7 12501 130956 476056 713356 372406 1705275

8 2751 49056 297956 734156 621356 1705275

9 251 9656 121106 595956 978306 1705275

10 1 256 13006 221256 1470756 1705275

Reply #1

JKING — Wed, 16 Jul 2008 05:13:38 GMT

DECADES POSITIONAL DISTRIBUTIONS

RANGE 1 2 3 4 5

1-10 2449062 817212 134112 9912 252

11-20 993762 1447512 774012 180012 15252

21-30 311212 1040812 1266412 665112 127002

31-40 61412 437112 1131312 1265212 515502

41-50 4362 76412 488712 1380312 1460752

51-56 6 756 25256 319256 1701056

3819816 3819816 3819816 3819816 3819816

Mega Millions Tables

JKING — Wed, 16 Jul 2008 05:12:29 GMT

Statistical expected position frequency chart for 5/56 matrix:

A B C D E Total

1 341055 341055

2 316251 24804 341055

3 292825 46852 1378 341055

4 270725 66300 3978 52 341055

5 249900 83300 7650 204 1 341055

6 230300 98000 12250 500 5 341055

7 211876 110544 17640 980 15 341055

8 194580 121072 23688 1680 35 341055

9 178365 129720 30268 2632 70 341055

10 163185 136620 37260 3864 126 341055

11 148995 141900 44550 5400 210 341055