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This comprehensive study explains the principles of primary directions in an accessible form, illustrating them by practical examples. The source draws on many original texts to outline the historical origins and development of the technique.
The definitive text on Primary Directions, written by a 20th century master. Sepharial (1864-1929) was one of the leading astrologers in the early 20th century English astrological revival. Primaries were his favorite means of forecasting. Primaries, unlike simple transits or secondary directions, are not immediately obvious to the average student. So in this book, the author starts with the basic definitions. He then explains how to calculate directions in mundo, directions in the zodiac, as well as parallel directions. He suggests methods of organization and describes what effects primary directions may produce. In the process he gives an overview of the three main schools of forecasting: The Fatalists, the Casuists, and the Idealists, and gives the pros and cons of each. Sepharial then discusses the two major individuals behind primaries. These are Claudius Ptolemy, who invented the semi-arc (primary) method in the second century AD, and the 17th century Italian monk, Placidus de Titis, who devised the complex house system that enabled primaries to be calculated easily and rapidly. Sepharial next tackles directions under Poles, which were a favorite of R.C. Smith, the first of several men known as "Raphael". Then, the resolution of problems unique to Primaries: The proper method to calculate the Part of Fortune (Oblique Ascension/ Descension, rather than simple zodiacal longitudes), various unique challenges with primary directions and the moon, and the true way to calculate directions to house cusps, along with some novel shortcuts. This book, originally entitled Directional Astrology, was the revised and expanded successor to the author's earlier Prognostic Astrology. It is also superior to his better known Primary Directions Made Easy. Using this system, Sepharial made many notable forecasts, most famously that of the end of World War I and the abdication of the Kaiser. Interest in this fascinating system has increased since the mid-1990's. This is the finest book ever published on the subject, one that will repay study.
Now in paperback, a romantic love story by the great Brazilian writer Lóri, a primary school teacher, is isolated and nervous, comfortable with children but unable to connect to adults. When she meets Ulisses, a professor of philosophy, an opportunity opens: a chance to escape the shipwreck of introspection and embrace the love, including the sexual love, of a man. Her attempt, as Sheila Heti writes in her afterword, is not only “to love and to be loved,” but also “to be worthy of life itself.” Published in 1968, An Apprenticeship is Clarice Lispector’s attempt to reinvent herself following the exhausting effort of her metaphysical masterpiece The Passion According to G. H. Here, in this unconventional love story, she explores the ways in which people try to bridge the gaps between them, and the result, unusual in her work, surprised many readers and became a bestseller. Some appreciated its accessibility; others denounced it as sexist or superficial. To both admirers and critics, the olympian Clarice gave a typically elliptical answer: “I humanized myself,” she said. “The book reflects that.”
This volume includes twelve solicited articles which survey the current state of knowledge and some of the open questions on the mathematics of aperiodic order. A number of the articles deal with the sophisticated mathematical ideas that are being developed from physical motivations. Many prominent mathematical aspects of the subject are presented, including the geometry of aperiodic point sets and their diffractive properties, self-affine tilings, the role of $C*$-algebras in tiling theory, and the interconnections between symmetry and aperiodic point sets. Also discussed are the question of pure point diffraction of general model sets, the arithmetic of shelling icosahedral quasicrystals, and the study of self-similar measures on model sets. From the physical perspective, articles reflect approaches to the mathematics of quasicrystal growth and the Wulff shape, recent results on the spectral nature of aperiodic Schrödinger operators with implications to transport theory, the characterization of spectra through gap-labelling, and the mathematics of planar dimer models. A selective bibliography with comments is also provided to assist the reader in getting an overview of the field. The book will serve as a comprehensive guide and an inspiration to those interested in learning more about this intriguing subject.
An introduction to the cardinal directions and how to find them using a compass, the Sun, and a map. Emergent readers (Ages 6-7) can expand their horizons and take off on adventures to cities, nations, waterways, and habitats around the world or right in their own backyard through this easy-to-read, nonfiction series.
This Is A New Release Of The Original 1920 Edition.
In this book, Charles Carter (1887-1968) seeks a method of astrological forecasting that produces accurate results without the complicated calculations of Primary Directions. To quote Carter, an ideal directional system should fulfil four criteria: 1. No important event should pass without a direction. 2. No direction should pass without an event. 3. Events and directions should correspond narrowly in time. 4. Events and directions should correspond in character. (from page 10) To achieve these goals, Carter examined a number of symbolic systems. Symbolic because they were not based on any actual planetary movement, but rather, were arcs, arbitrarily chosen and then uniformly applied to all factors in the natal chart. In this book, he presents the best of his research. Among the systems of exceptional merit are the One degree, the Naibod (59'8"), the Duodenary (2o30'), the Sub-duodenary (12'30"), the Septenary (4 2/7 o), Novenary (3o20') and the Fractional Measure, which is based on natal aspects. Along the way, Carter's restless mind tackled the subject of death. Here, he discovered what he termed the Measure of Death. He says while it does not always forecast death, the Measure of Death is always present at death. Carter found symbolic directions to have real value in astrological forecasting. His work remains unique. This book was first published in 1929.
The Model Rules of Professional Conduct provides an up-to-date resource for information on legal ethics. Federal, state and local courts in all jurisdictions look to the Rules for guidance in solving lawyer malpractice cases, disciplinary actions, disqualification issues, sanctions questions and much more. In this volume, black-letter Rules of Professional Conduct are followed by numbered Comments that explain each Rule's purpose and provide suggestions for its practical application. The Rules will help you identify proper conduct in a variety of given situations, review those instances where discretionary action is possible, and define the nature of the relationship between you and your clients, colleagues and the courts.