Boi Dope Magic

J ill Ker Conway, one of our most admired autobiographers--author of The Road from Coorain and True North--looks astutely and with feeling into the modern memoir: the forms and styles it assumes, and the strikingly different ways in which men and women respectively tend to understand and present their lives. In a narrative rich with evocations of memoirists over the centuries--from Jean-Jacques Rousseau and George Sand to W. E. B. Du Bois, Virginia Woolf, Frank McCourt and Katharine Graham--the author suggests why it is that we are so drawn to the reading of autobiography, and she illuminates the cultural assumptions behind the ways in which we talk about ourselves. Conway traces the narrative patterns typically found in autobiographies by men to the tale of the classical Greek hero and his epic journey of adventure. She shows how this configuration evolved, in memoirs, into the passionate romantic struggling against the conventions of society, into the frontier hero battling the wilderness, into self-made men overcoming economic obstacles to create an invention or a fortune--or, more recently, into a quest for meaning, for an understandable past, for an ethnic identity. In contrast, she sees the designs that women commonly employ for their memoirs as evolving from the writings of the mystics--such as Dame Julian of Norwich or St. Teresa of Avila--about their relationship with an all-powerful God. As against the male autobiographer's expectation of power over his fate, we see the woman memoirist again and again believing that she lacks command of her destiny, and tending to censor her own story. Throughout, Conway underlines the memoir's magic quality of allowing us toenter another human being's life and mind--and how this experience enlarges and instructs our own lives. "From the Hardcover edition.

Magic harnesses the vast potential of the subconscious mind. The only realistic magical path is one of individual effort that leads to truth. The study of magic is divided into two distinct disciplines: practical and esoteric. Practical magic uses the power of the mind to attain physical results such as more money, a bigger house, better health. Esoteric magic, the subject of Phillip Cooper's new book, focuses on the quest for greater understanding and mental discipline. Its aims are the discovery of inner truths and the understanding of the workings of creation. In his typical no-nonsense manner, Cooper conveys the principles of esoteric magic and offers a positive, realistic means of studying and understanding magic on a deeply personal level. Esoteric Magic and the Cabala helps readers train their minds, their emotions, and their imaginations to more fully understand reality. Esoteric Magic and the Cabala is both positive and realistic. It helps readers learn to use the Tree of Life as a means of classifying knowledge, of observing an interrelated whole, a method that provides the tools for endless self-discovery. It offers a complete, workable plan of study that novices will find easy to understand and advanced practitioners will find refreshing and stimulating after the usual confusing and dogmatic magic texts.

Parlor magic - Parlor magic is an older term for what is also known as "platform magic", "cabaret magic" or "club magic". It is done for larger audiences than close-up magic (which is for a few people or even one person) and for smaller audiences than stage magic (which is performed on a stage, hence the name).

Magic constant - The magic constant or magic sum of a magic square is the sum of numbers in any row, column, and diagonal of the magic square. For example, the magic square shown below has a magic constant of 15.

Pantriagdiag magic cube - A Pantriagonal Diagonal magic cube is a magic cube that is a combination Pantriagonal magic cube and Diagonal magic cube. All main and broken triagonals must sum correctly, In addition, it will contain 3m order m simple magic squares in the orthogonal planes, and 6 order m pandiagonal magic squares in the oblique planes.

Magic hypercube - In mathematics, a magic hypercube is the k-dimensional generalization of magic squares, magic cubes and magic tesseracts, that is, a number of integers arranged in an n x n x n x ... x n pattern such that the sum of the numbers on each pillar (along any axis) as well as the main space diagonals is equal to a single number, the so-called magic constant of the hypercube, denoted Mk(n).

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