Garnaby....you talk in riddles mate. Complete bonkers
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Show posts MenuQuote from: Albalaha on August 06, 2013, 02:43:10 AMAlbalaha
What is the relevance of this data? It only talks of extremes witnessed of sleepers and repeaters.[smiley]cps/noway.gif[/smiley]
Quote from: Bayes on August 05, 2013, 07:14:18 PM
Strictly speaking, the theory doesn't say that. Actually, it's not even a theory,
Sorry...Im not saying it's a theory, I meant my theory for the purposes of this experiment.
but the empirical data says that it's unlikely you'll get more than 93 spins without a sleep, it doesn't say that given that it has slept for 89 spins, it will show in the next 4 (but it's an easy mistake to make).
No, but Im practically testing the 12M spin data...that's all
Also, it's worth keeping in mind that SOME selection of 6 numbers will always be a long sleeper, you just don't know which 6 in advance.
You do if you find 6 sleepers when tracking 89...which just happens time and again.
Think about the so called "law of the third" which says that after 37 spins there will be 12-13 numbers which haven't hit. That means that every 37 spins there is a group of numbers equivalent to a dozen or column (at least) which are still sleeping, but systems based around betting on those sleepers to wake up haven't been very successful. Mind you, with careful MM, you can do pretty well playing that way.
QuotePerhaps sleepers are always at their limit in one group or another....somewhere in the roulette universe
isn't that worth thinking about.