Wer romanische oder gotische Kirchen besucht, Mythen, Märchen, Fabeln oder Legenden liebt, wer die Sprache des Unbewussten wie in unseren Träumen besser verstehen will und wer schließlich in die Alltags- oder Werbesprache lauscht, der wird häufig auf Tiere stoßen: auf reale und auf Fabelwesen. Sie tragen vielschichtige Bedeutungen, halten Aussagen für und über uns bereit. Sie werden zu Symbolen, d. h., sie schließen Zugänge auf zum Seelischen und darüber hinaus zu transpersonalen Bereichen. Dieses Lexikon stellt die wichtigsten Tiersymbolträger aus dem abendländischen Kulturbereich von AZ vor und bietet darüber hinaus Einblicke in die Tiersymbolik außereuropäischer Kulturen. Dabei werden Erkenntnisse aus alten Mythen der Völker, aus vergleichender Religionsbetrachtung, aus Astronomie, Astrologie, Mystik, Tiefenpsychologie und Volkskunde prägnant und unterhaltsam vermittelt. Ausgehend von der Urbedeutung, die meist im Natur- oder Astralmythischen wurzelt und aus einer frühen Jägergesel...
This work is a complete mathematical guide to lottery games, covering all of the problems related to probability, combinatorics, and all parameters describing the lottery matrices, as well as the various playing systems. The mathematics sections describe the mathematical model of the lottery, which is in fact the essence of the lotto game. The applications of this model provide players with all the mathematical data regarding the parameters attached to the gaming events and personal playing systems. By applying these data, one can find all the winning probabilities for the play with one line (for each category in part or cumulatively), and how these probabilities change with playing the various types of systems containing several lines, depending on their structure. Also, each playing system has a formula attached that provides the number of possible multiple prizes in various circumstances. Other mathematical parameters of the playing systems and the correlations between them are also presented. The generality of the mathematical model and of the obtained formulas allows their application for any existent lottery (including variations like Keno) and any playing system. Each formula is followed by numerical results covering the most frequent lottery matrices worldwide and by multiple examples predominantly belonging to the 6/49 lottery. The listing of the numerical results in dozens of well-organized tables, along with instructions and examples of using them, makes possible the direct usage of this guide by players without a mathematical background. The author also discusses from a mathematical point of view the strategies of choosing involved in the lotto game. The book does not offer so-called winning strategies (proving that the only strategy is that of choosing), but helps players to better organize their own playing systems and to confront their own convictions (so many times based on false perceptions) with the incontestable reality offered by the direct applications of the mathematical model of the lotto game. As a must-have handbook for any lottery player, this book offers essential information about the game itself and can provide the basis for gaming decisions of any kind.
Product details
- Paperback | 204 pages
- 152 x 229 x 10mm | 281g
- 09 Mar 2009
- Infarom
- Dolj, Romania
- English
- black & white illustrations
- 9731991115
- 9789731991115
- 778,011
Download The Mathematics of Lottery : Odds, Combinations, Systems (9789731991115).pdf, available at pasmae.org for free.
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