• Welcome to #1 Roulette Forum & Message Board | www.RouletteForum.cc.

News:

WARNING: Forums often contain bad advice & systems that aren't properly tested. Do NOT believe everything. Read these links: The Facts About What Works & Why | How To Proplerly Test Systems | The Top 5 Proven Systems | Best Honest Online Casinos

Main Menu
Popular pages:

Roulette System

The Roulette Systems That Really Work

Roulette Computers

Hidden Electronics That Predict Spins

Roulette Strategy

Why Roulette Betting Strategies Lose

Roulette System

The Honest Live Online Roulette Casinos

Measure of Standard deviations

Started by Toby, Dec 11, 08:51 PM 2011

Previous topic - Next topic

0 Members and 1 Guest are viewing this topic.

Toby

So, -3sd on any DS means 2.4sd?

The -3sd is for a particular DS.

Sorry, I get confused with all the symbols.

Bayes

The larger the SD (or z-score) the smaller the probability of reaching it, so the smaller the z-score the higher the probability. The -3SD corresponds to a particular preselected DS and the -2.4SD is for ANY DS.
"The trouble isn't what we don't know, it's what we think we know that just ain't so!" - Mark Twain

Toby

Let´s compare some scenarios.

We pick 4 neighbor numbers, such as 0 32 15 19 on a french singlezero wheel and after 1000 trials we hit 137 times, we have +3sd. The 4 numbers hit 34 34 34 and 35 times. Any of the 4 have little less than 2sd each. The event happens 27/10k, that is 1000 trials tested 10,000 times gives 137 hits for the 4 numbers we picked beforehand 27 times.

To find 3sd on any group of 4 on the wheel after 1000 trials is 27x37=1000/10000 or 1/10. The probability dropped from 27/10000 to 1/10.

Supose we have the 1000 sample and take 4 numbers that their sum is 137 hits, numbers are scattered. The sd measure drops. We need 4 numbers with +1.9sd each to get +3sd in the group. How would you know it?


-