Pick 3 - Boxed Repetition Distribution

Reply #8

eazy4now — Wed, 10 Jun 2015 11:31:28 GMT

GOOD MORNING SERGEM,

PLEASE RE POST THIS.

BEST REGARDS

EAZY

Reply #7

dr san — Wed, 10 Jun 2015 10:41:04 GMT

Hello, sergem thy study showed that it can play to repeat the last draw

For the next, but should not be in the same vertical position, both pick 3,4,5, ...

That is, one can use these patterns as filter

Reply #6

SergeM — Tue, 09 Jun 2015 14:59:23 GMT

A simple skip-chart might be a too shrunk representation. It may be better to use a skips-chart instead.

At Euromillions we have 2 out of 11 for the stars, name given to the bonus numbers. This is not pick 3 but I want to show the chart from my website as I can do similar for pick 3.

RED: HIT REPEAT

[GREEN: HIT LEAPFROG]

[BLUE: HIT]

TIME-LINE: DOWNWARDS

This reminds me my post from two years ago.

A simple skip-chart can trouble your mind.

Reply #5

SergeM — Tue, 09 Jun 2015 11:33:36 GMT

Boxed or straight

Reply #4

dr san — Tue, 09 Jun 2015 01:06:37 GMT

Ok! perfect, congratulations, then at his study is no advantage to repeat the last to the next in position

So when will repeat the digits must not be in position. oK thank you

Reply #3

SergeM — Mon, 08 Jun 2015 22:20:04 GMT

I posted a thread about two years ago. The chance of a repetition straight for one specified digit is 1 out of 10.

For a specified position:

P(digit repeats)=0.1

P(digit does not repeat)=0.9

From here you can calculate further.

Reply #2

SergeM — Mon, 08 Jun 2015 22:15:37 GMT

STRAIGHT REPETITIONS

REP. FREQ. R.F.

0 729000 0,729

1 243000 0,243

2 27000 0,027

3 1000 0,001

TOT. 1000000 1,000

Reply #1

dr san — Mon, 08 Jun 2015 19:18:40 GMT

Ok sergem, good job, can make the statistics of the frequency of repetition of the last to close, but in the position by position

example

459

165 repeated the digit 5 but not possible

Objective = see incendencia that when repeated, does not repeat in position

Pick 3 - Boxed Repetition Distribution

SergeM — Thu, 04 Jun 2015 14:56:44 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