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THE MATHEMATICS OF LOTTERY Odds, Combinations, Systems

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THE MATHEMATICS OF LOTTERY Odds, Combinations, Systems ( the-mathematics-lottery-odds-combinations-systems )

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The Strategy of Choosing Every strategy for any game of chance, whether elaborated for a long or a short term, is a pre-established algorithmic plan based on a player’s set of personal criteria, which can be objective or subjective. The existence of subjective criteria in a personal gaming strategy automatically turns it into a subjective one, and the personal and subjective criteria cannot be avoided. Therefore, there is no absolute strategy for any game of chance, and implicitly for lottery, much less an optimal one, because both its means and its goals are related exclusively to the individual who runs it. Even though the randomness inherent in games of chance would seem to ensure their fairness (at least by not favoring a player to other player’s detriment), gamblers always search and wait for irregularities in this randomness that will allow them to win and in which to embed in a personal strategy. It has been demonstrated mathematically that under conditions of absolute randomness, regular winning over the long term is impossible for games of chance; clearly, gambling is not a reliable source of income. Most gamblers realize this, yet they continue to try to develop strategies which will result in their eventual winning over the long run. But using a long-run strategy to achieve a cumulated positive result means ignoring the randomness and skipping the experiments which yield negative results. This strategy is possible only if a player has access to some paranormal information – someone has to have prior knowledge and be able to tell the player when to play and when not to! Until this magic help becomes possible, probability theory remains the only tool that provides some information about gaming events, even if only as an idealized relative frequency. Gamblers, especially lotto players, are also interested in isolated winnings, achieved in a single game or a short-run play, with or without a pre-established strategy. As we mentioned in the beginning, this is not a lotto strategy book of “how to win” because such a strategy in fact does not exist. It is rather a collection of probabilities and figures attached to the lottery matrices and playing systems, which covers all that relates to 64

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