Non-Random / Non-Probabilistic Theory

An event that MUST happen within a defined limit - focused mainly on application in Roulette.

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  • Non-Random - General Discussion
    An event MUST happen within a defined limit! Discuss facts relating to all Non-Random theorems and their general application in Roulette - based on multi-spin events, the limits of random, and deadlock situations that prevent Non-Random from working out of the box, so to speak. This means playing our own game, with the casino trying to predict and win over us rather than us trying to predict the next spin; individual spins are unpredictable - yet they are part of underlying structures over several spins that we must aim to exploit (or "crack") so that we can catch more wins (or spins!) within an event limit or before a deadlock. Includes discussions about other contested theorems and systems, such as winkel's Great Universal Theory (GUT). Money Management (MM), positive progression and ideas about hedging/stitching/parlaying bets is also encouraged here - keep to theoretical bias only - ahead of finding an actual winning method that works flat-betting.
    Moderator: falkor2k15
    20 Topics
    30 Posts
    Last post Re: Is Hedge even possible? (…
    by falkor2k15 View the latest post
    Wed Sep 06, 2017 10:34 am
  • PHP and Ramsey Theory
    1) Pigeonhole Principle (PHP): There will be at least one repeat of a dozen in 4 spins (excluding zero(es)), i.e. one pigeonhole will contain two pigeons: 1323 or 121. Each pigeon, in this basic dozens example, is equally-likely yet still possessing some default characteristics based on their relationship to other pigeons and underlying event structures, but advanced PHP can render pigeons NOT equally-likely. All subsequent theorems of the Ramsey flavour are entirely built on PHP in terms of multiple repeats over slightly larger limits (except for Erdos; describes structures relating to uniques instead of repeats):

    2) Van der Waerden's Theorem (VdW): In 9 trials in Roulette yielding 2 colours, parities or partitions, there will be one Arithmetic Progression (AP) of 3 integers holding the same value with equal distance, i.e. 1,2,3 (consecutive) or 1,5,9 (non-consecutive). There are 16 possible APs in total. Within 9 spins there could be a single AP - or there could be many - but there has to be at least one as a mathematical certainty.

    3) Theorem on Friends and Strangers (Friends'): In a group of 6 lines (acting as people) there will be at least one trio the same (friends) or at least one trio different (strangers). Examples: 211134 = 1 trio same + 1 trio different; 111134 = at least 1 trio same; 113246 = at least 1 trio different.

    4) Erdős–Szekeres theorem (Erdos): In 3 unique dozens there will be an increasing sub-sequence or decreasing sub-sequence, i.e. 1,2,3 has an increasing sub-sequence consisting of all three numbers; 1,3,2 has a decreasing sub-sequence of 3,2; 3,1,2 has two decreasing sub-sequences, 3,1 and 3,2; 3,2,1 has three decreasing length-2 sub-sequences, 3,2, 3,1, and 2,1. This shows that some permutations involving unique numbers are rarer than others by virtue of this mathematical law; PHP and Ramsey theorems, in turn, are built upon this as the most fundamental law.
    Moderator: falkor2k15
    21 Topics
    55 Posts
    Last post Sleeper vs. Immediate repeat
    by falkor2k15 View the latest post
    Fri Sep 08, 2017 9:42 am
  • History of Non-Random (applied to Roulette)
    September 2015 marked the first public disclosure of these principles @ RouletteForum.CC by Priyanka (who is he/she exactly?) - but could these ideas have originated with Reddwarf/rrbb who spoke of many of Pri's principles in 2010-2013, Manrique (student of Nono Santelli) or Dyksexlic and a 2009 PDF document? Discuss here mathematicians, modern gurus, students, their disputed histories and unsolved mysteries, regarding the origin of Cycles, etc.
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    14 Topics
    25 Posts
    Last post More obfuscation about Varian…
    by falkor2k15 View the latest post
    Wed Sep 20, 2017 2:14 pm
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