Pick 3 - Straight Repetition Distribution

Reply #18

SergeM — Sun, 21 Jun 2015 18:55:26 GMT

For pick 3 California, link: PICK 3 CALIFORNIA

Click on FOLLOWERS.

The webpage shows the followers from each to each position with the total count from the entire history of this game.

Reply #17

SergeM — Thu, 18 Jun 2015 20:00:39 GMT

558

Reply #16

SergeM — Wed, 17 Jun 2015 01:00:54 GMT

Dinsdag, 16/06/2015

3 1 5

Reply #15

SergeM — Wed, 17 Jun 2015 00:56:05 GMT

F = FREQUENCY

This is mathematics.

Reply #14

river26 — Tue, 16 Jun 2015 23:20:36 GMT

what does f. mean cases plot its all confusing jibber jabber

Reply #13

river26 — Tue, 16 Jun 2015 23:18:49 GMT

what are u trying to explain i think your to wrapped up with the numbers to explain it

Reply #12

river26 — Tue, 16 Jun 2015 23:16:48 GMT

your explanation is nowhere clear to understand

Reply #11

SergeM — Mon, 15 Jun 2015 18:26:41 GMT

Vrijdag, 12/06/2015

3 7 0

Zaterdag, 13/06/2015

0 9 6

3rd:0- [0:7,12,12]

maandag 15/06/2015

3 0 1

1 : 0- [0:15,11,13

Reply #10

dr san — Sun, 14 Jun 2015 19:28:36 GMT

pk sergem. thank you

Reply #9

SergeM — Sun, 14 Jun 2015 16:50:34 GMT

The poorest result had:

P.2 D.6 to P.2 D.4, it happened 2 times, there was just 1 case.

Inside of 1000 drawings, you get 999 search results.

This is not +1 or -1, and it is not repetition straight or boxed.

I am over the top, it was meant to investigate repetitions for proper selection,

or at least give a proper view on frequencies.

Reply #8

SergeM — Sun, 14 Jun 2015 16:44:35 GMT

A full report in frequency distribution, all digits to all digits, all positions to all positions, for thousand drawings pick 3 BE.

F. CASES PLOT

2 1 .

3 6 ......

4 21 .....................

5 27 ...........................

6 55 .......................................................

7 73 .........................................................................

8 96 ................................................................................................ [ More ]

Reply #7

SergeM — Sat, 13 Jun 2015 23:22:01 GMT

I already programmed that and more. The thread is about repetitions.

Reply #6

dr san — Sat, 13 Jun 2015 18:50:16 GMT

Hello, sergem, perfect, very good work, you can enlarge a study

Digit delay with the digit neighbor

Example digit of 1st place this late in the 2nd digit position and behind in 3rd place thus giving a bias, neighbor to neighbor frequency in each position,

Reply #5

SergeM — Sat, 13 Jun 2015 18:05:03 GMT

Vrijdag, 12/06/2015

3 7 0

Zaterdag, 13/06/2015

0 9 6

3rd:0- [0:7,12,12

Reply #4

SergeM — Fri, 12 Jun 2015 19:07:27 GMT

POS.3: D.3- [3:14,9,7]

Vrijdag, 12/06/2015

3 7 0

Reply #3

SergeM — Fri, 12 Jun 2015 18:11:40 GMT

MATHEMATICS

BOXED REPETITIONS DISTRIBUTION REFERENCE

REP. FREQ. R.F.

0 392490 0,3925

1 477900 0,4779

2 124470 0,1245

3 5140 0,0051

TOT. 1000000 1,0000

10002=106 cases

1-0.39 = .61 repetition

More or less.

Reply #2

SergeM — Fri, 12 Jun 2015 13:51:05 GMT

I will look later more into details like singles and doubles. I am not looking into followers here, the sport is to find the repeaters with accuracy for a correct prediction. Don't start dreaming, the payout is kind of half of the risk taken!

The table above showed the counts for each digit from any position to any position.

I might risk 10 to play 90 to 99 as last couple, but I won't.

Reply #1

SergeM — Fri, 12 Jun 2015 13:43:54 GMT

I worked out functions to count repetitions by positions on the last 1000 drawings of the local Pick 3 game.

POSITION FIRST DIGIT \\ FIRST DIGIT 0 1 2 3 4 5 6 7 8 9

1 0- [0:15,11,13] 1- [1:12,10,14] 2- [2:17,14,5] 3- [3:15,12,13] 4- [4:9,12,7] 5- [5:13,12,7] 6- [6:6,8,11] 7- [7:10,14,8] 8- [8:13,11,20] 9- [9:7,8,12]

2 0- [0:12,15,7] 1- [1:14,11,8] 2- [2:7,10,15] 3- [3:9,6,7] 4- [4:15,5,11] 5- [5:9,7,9] 6- [6:9,10,13] 7- [7:8,9,9] 8- [8:8,7,9] 9- [9:14,16,13]

3 0- [0:7,12,12] 1... [ More ]

Pick 3 - Straight Repetition Distribution

SergeM — Thu, 11 Jun 2015 14:52:09 GMT

https://www.lotterypost.com/thread/290278/4139823

Pick 3 - Straight Repetition Distribution Probability

Posted for search system on LP.