RETURN TO THE MEAN

Reply #8

Stat$talker — Thu, 13 Feb 2025 09:31:38 GMT

b. Using Advanced Statistics :

Probability Distribution: Instead of just counting the frequency, you can calculate the probability of each number appearing

Huumm, soundz like fancy AI werdz, tryn to describe non utha than Probability Math ..

But just like artificial aNyThAnG, ya won't last long ,.. cauze it ain't the REAAL THANG.. Like payin Reaal Money , for artificially flavored foodz..

Ain't nuthin like the Real Thang BaBy,

Ain't nuthin like the Reaal thang, (ooh n... [ More ]

Reply #7

dr san — Sat, 08 Feb 2025 03:12:40 GMT

hello hy per =

Even though you are using the logic that the most frequent numbers are the most likely, this is not producing profitable results.

This suggests that there is a missing step or an approach that needs to be refined.

3. Possible Missing Steps:

a. Analyzing Trends and Patterns:

Time Trends: In addition to looking at overall frequency, you can analyze whether there are time trends. For example, a number may be hot (appearing frequently recently) or cold (not appearin... [ More ]

Reply #6

hypersoniq — Sat, 08 Feb 2025 01:02:46 GMT

When I was using my follower script, it was a simple concept... it read the last number drawn in each column and prepared a report of every number that followed the drawn number through the entire game history. The report printed a list of all 10 digits, sorted by frequency, descending. So the first 3 would be the high frequency group, the next 5 would represent your average group and the last 2 the cold group. The truth is, after chasing a hit for a month (re running the script daily) there was... [ More ]

Reply #5

dr san — Fri, 07 Feb 2025 21:36:24 GMT

ok HELLO HYPER!!you are correct, so let's try in three groups of frequencies in 0 to 9 in position in the case of pick3, group A = 2 digits more frequencies group B = 3 AVERAGE FREQUENCY AND GROUP C = 5 COLD DIGITS, OR THE MOST LATE, WHAT ARE THE PROBABILITIES OF ASSEMBLING PICK3 BEING ALL THREE DIGITS FROM GROUP A? OR ALL FROM GROUP C

Reply #4

hypersoniq — Fri, 07 Feb 2025 21:25:12 GMT

The median (the center of a number range) of 0,1,2,3,4,5,6,7,8 9 is 4.5, a number that you cannot play. Both 4 and 5 each have an expectancy of 0.1 (10%). So the result will be near the middle roughly 20% of the time.

Reply #3

dr san — Fri, 07 Feb 2025 18:04:43 GMT

ok! but the results may be close to the average or median

Reply #2

hypersoniq — Fri, 07 Feb 2025 13:40:44 GMT

The mean makes sense in a distribution that plots like a bell curve, because the mean is usually at the top... this does NOT translate to lottery numbers, where the distribution tends to be uniform.

In discrete systems, such as a lottery where the balls are 0 to 9, or even 1 to 70, there are a few things missing vs a bell curve... outliers are non existent, because any of the numbers can be drawn at any time. You cannot compute the quartiles, and the mean will ALWAYS be in the middle... 4 or... [ More ]

Reply #1

dr san — Wed, 05 Feb 2025 19:43:56 GMT

Data Collection: Gather the winning numbers from past lotteries. The more data you have, the better your analysis will be.

Averaging: Calculate the average of the winning numbers. This can be done by adding up all the numbers and dividing by the total number of numbers.

Filtering: Use Return to Mean as a filter to identify numbers that are above or below the average. This can help you narrow down the number of numbers you choose.

Test and Adjust: Test your strategy on historical data... [ More ]

RETURN TO THE MEAN

dr san — Wed, 05 Feb 2025 19:25:21 GMT

Return to the mean is a statistical concept that suggests that, over time, extreme values tend to move toward the mean. In the context of lotteries, this can be interpreted as the idea that numbers that have not been drawn for a long period of time are more likely to appear in future draws, although it is important to remember that each draw is independent and the lottery is a game of chance.

Here are some strategies and filters you can consider when trying to apply the concept of return to